Spisak radova dr Boska Jovanovica

I. Naucni radovi

A) Magistarski rad i doktorska disertacija

[1] B. Jovanovic: Banachova teorema o nepokretnoj tacki, neke njene generalizacije i primenena iteracione procese u numerickoj analizi. Magistarski rad. PMF Beograd 1971, str. 63.

[2] B. Jovanovic: Neke iterativne metode za resavanje eliptickih diferencijskih zadataka. Dok-torska disertacija. PMF Beograd 1976, str. 108.

B) Radovi objavljeni u periodickim publikacijama

[1] B. Jovanovic: Un procede iteratif avec l’operateur modifie et les problemes d’approximation.Mat. vesnik 9(24) (1972), 45–48 (MR 1974# 48: 4851, Zbl 1973# 252: 47067, R� Mat1973: 4B 917).

[2] B. Jovanovic, E. Udovicic: Remark on the convergence of the sequences defined by certaindifference equations. Mat. vesnik 9(24) (1972), 227–236 (Zbl 1974# 262: 40001, R� Mat1973: 4B 1054).

[3] B. Jovanovic: A method for obtaining iterative formulas of higher order. Mat. vesnik 9(24)(1972), 365–369 (Zbl 1973# 257: 65052, R� Mat 1973: 9B 860).

[4] B. Jovanovic: Remark on an iterative formula. Mat. vesnik 9(24) (1972), 370–372 (Zbl 1973#257: 65053, R� Mat 1973: 8B 924).

[5] B. Jovanovic: Un procede iteratif pour la factorisation des polynomes trigonometriques. Mat.vesnik 10(25) (1973), 21–28 (MR 1974# 48: 5366, Zbl 1975# 294: 65030, R� Mat 1974:1B 836).

[6] B. �ovanoviq: Ob odnom iteracionnom metode rexeni� raznostnyh �lliptiqeskihuravneni�. Mat. vesnik 12(27) (1975), 347–356 (MR 1977# 53: 7069, Zbl 1977# 343: 65043,R� Mat 1976: 8B 1178).

[7] B. �ovanoviq: O metode Fedorenko–Bahvalova dl� rexeni� raznostnogo uravneni�Puassona v cilindriqesko� sisteme koordinat. Publ. Inst. Math. 20(34) (1976), 145–160 (MR 1979# 58: 31895, Zbl 1979# 382: 35006, R� Mat 1977: 8B 983).

[8] B. �ovanoviq: Additivna� raznostna� shema dl� nestacionarnogo uravneni� qet-vertogo por�dka v proizvol~no� oblasti. �. vyqisl. mat. mat. fiz. 17 (1977), 377–383 (MR 1979# 58: 19204, Zbl 1978# 363: 65080, R� Mat 1977: 9B 1027).

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[9] B. �ovanoviq: Ob odnom �konomiqnom metode dl� rexeni� �lliptiqeskih raznos-tnyh zadaq. Math. Balkanica 7 (1977), 157–160 (MR 1983 b: 65113, Zbl 1985# 554: 65070,R� Mat 1982: 6B 1143).

[10] B. Iovanovich: Additive difference scheme for a non–stationary fourth–order equation in anarbitrary domain. USSR Comput. Math. and Math. Phys. 17 (1977), (1978), 86–92 (MR1979# 58: 19204, Zbl 1979# 379: 65047).

[11] B. Jovanovic: O nekim diferencijskim shemama cetvrtog reda tacnosti za jednacinu∂2u

∂t2=

∆u + f . Mat. vesnik 3(16)(31) (1979), 421–429 (MR 1983 f: 65144, Zbl 1981# 452: 65061).

[12] B. S. Jovanovic: Primena Richardsonove ekstrapolacije pri numerickom resavanju jednacine∂2u

∂t2=

∂2u

∂x2+ f . Mat. vesnik 4(17)(32) (1980), 465–474 (MR 1984 m: 65100, Zbl 1983#

504: 65059, R� Mat 1983: 2B 1222).

[13] B.S. �ovanoviq: O metode setok rexeni� zadaqi Dirihle dl� uravneni� Laplasa vkruge v sluqae razryvnyh graniqnyh uslovi�. Mat. vesnik 5(18)(33) (1981), 69–79 (MR1984 d: 65075, Zbl 1985# 554: 65069, R� Mat 1983: 2B 1208).

[14] B.S. �ovanoviq: O shodimosti proekcionno–raznostnyh shem dl� uravneni� tep-loprovodnosti. Mat. vesnik 6(19)(34) (1982), 279–292 (MR 1985 k: 65076, Zbl 1986# 567:65060).

[15] L.D. Ivanovic, B. S. Jovanovic, E. E. Suli: On the rate of convergence of difference schemesfor the heat transfer equation on the solutions from W

s, s/22 . Mat. vesnik 36 (1984), 206–212

(MR 1987 a: 65154, Zbl 1986# 567: 65061, R� Mat 1985: 4B 1465).

[16] E. E. Suli, B. S. Jovanovic, L. D. Ivanovic: On the construction of finite difference schemesapproximating generalized solutions. Publ. Inst. Math. 37(51) (1985), 123–128 (MR 1987 c:65135, Zbl 1986# 586: 65063, R� Mat 1986: 3B 1649).

[17] B.S. �ovanoviq, L.D. Ivanoviq, �.�. Xili: O shodimosti raznostnyh shem dl�uravneni� −∆u + c u = f na obobwennyh rexeni�h iz W s

2, ∗ (−∞ < s < +∞). Publ.Inst. Math. 37(51) (1985), 129–138 (MR 1987 c: 65134, Zbl 1986# 584: 65061, R� Mat1986: 3B 1622).

[18] E. Suli, B. Jovanovic, L. Ivanovic: Finite difference approximations of generalized solutions.Math. Comput. 45 (1985), 319–327 (MR 1986 j: 65138, Zbl 1986# 586: 65064, R� Mat1986: 9B 1613).

[19] B. S. Jovanovic, L.D. Ivanovic, E. E. Suli: Sur la convergence des schemas aux differencesfinies pour l’equation des ondes. Z. Angew. Math. Mech. 66, No 5 (1986), 308–309(MR0849977, Zbl 1987# 596: 65063, R� Mat 1986: 11B 1166).

[20] L.D. Ivanoviq, B.S. �ovanoviq, �.�. Xili: O shodimosti raznostnyh shem dl�bigarmoniqeskogo uravneni�. �. vyqisl. mat. mat. fiz. 26 (1986), 776–780 (MR 1987m: 65162, R� Mat 1986: 8B 1322).

[21] B. S. Jovanovic, E. E. Suli, L. D. Ivanovic: On finite difference schemes of high order accuracyfor elliptic equations with mixed derivatives. Mat. vesnik 38 (1986), 131–136 (MR 1988 b:65118, Zbl 1988# 629: 65110, R� Mat 1987: 10B 1388).

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[22] L.D. Ivanovich, B. S. Jovanovich, E. E. Shili: The convergence of difference schemes for abiharmonic equation. USSR Comput. Math. Math. Phys. 26 (1986) (1987), 87–90 (Zbl 1989#645: 65058).

[23] B. S. Jovanovic, L.D. Ivanovic, E. E. Suli: Convergence of a finite–difference scheme forsecond–order hyperbolic equations with variable coefficients. IMA J. Numer. Anal. 7 (1987),39–45 (MR 1990 a: 65218, Zbl 1988# 624: 65095, R� Mat 1988: 6G 202).

[24] B. S. Jovanovic, L. D. Ivanovic, E. E. Suli: Convergence of finite–difference schemes for ellip-tic equations with variable coefficients. IMA J. Numer. Anal. 7 (1987), 301–305 (MR 1990 c:65123, Zbl 1988# 636: 65096, R� Mat 1988: 3G 157).

[25] B.S. �ovanoviq: Approksimaci� obobwennyh rexeni� s pomow~� koneqnyh raznos-te�. Arch. Math. (Brno) 23 (1987), 9–14 (MR 1989 e: 65108, Zbl 1988# 642: 65067, R�Mat 1988: 1G 216).

[26] B. S. Jovanovic: Jedno uopstenje leme Bramble–Hilberta. Zbornik radova PMF u Kragujevcu8 (1987), 81–87 (MR 1991 m: 46049, Zbl 1991# 701: 46018).

[27] B. S. Jovanovic: Sur la methode des domaines fictifs pour une equation elliptique quasiline-aire du quatrieme ordre. Publ. Inst. Math. 42(56) (1987), 167–173 (MR 1989 j: 65074, Zbl1989# 668: 65068, R� Mat 1988: 8G 248).

[28] B. S. Jovanovic: Schema aux differences finies pour une equation elliptique quasilineaire dansun domaine arbitraire. Mat. vesnik 40 (1988), 31–40 (MR 1990 c: 65119, Zbl 1989# 661:65094, R� Mat 1989: 6G 152).

[29] B.S. �ovanoviq: O shodimosti diskretnyh metodov dl� nestacionarnyh zadaq.Vyqisl. processy sist. 6 (1988), 145–151 (MR 1990 e: 65134, Zbl 1989# 668: 65085).

[30] B. S. Jovanovic: On the convergence of finite–difference schemes for parabolic equations withvariable coefficients. Numer. Math. 54 (1989), 395–404 (MR 1990 d: 65182, Zbl 1989# 668:65069, R� Mat 1989: 7G 204).

[31] B. S. Jovanovic: Sur la convergence des schemas aux differences finies pour des equationselliptiques du quatrieme ordre avec des solutions irregulieres. Publ. Inst. Math. 46(60) (1989),214–222 (MR 1991 f: 65161, Zbl 1991# 709: 65072).

[32] B.S. �ovanoviq: Approksimaci� obobwennyh rexeni� kraevyh zadaq s pomow~�koneqnyh raznoste�. Banach Center Publ. 24 (1989), 157–166 (MR 1991 k: 65007, Zbl1994# 788: 65102).

[33] B. S. Jovanovic: Optimal error estimates for finite–difference schemes with variable coeffi-cients. Z. Angew. Math. Mech. 70, No 6 (1990), 640–642 (MR1070174, MR 1991 e: 00033,Zbl 1991# 715: 65082, R� Mat 1991: 2G 172).

[34] B. S. Jovanovic: Convergence of finite–difference schemes for parabolic equations with variablecoefficients. Z. Angew. Math. Mech. 71, No 6 (1991), 647–650 (MR1130408, MR 1992 e:00014, Zbl 1992# 735: 65064).

[35] B. S. Jovanovic: Convergence of finite–difference schemes for hyperbolic equations with vari-able coefficients. Z. Angew. Math. Mech. 72, No 6 (1992), 493–496 (MR1178321, MR 1993b: 00035, Zbl 1993# 763: 65075).

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[36] B. S. Jovanovic: On the estimates of the convergence rate of the finite difference schemesfor the approximation of solutions of hyperbolic problems. Publ. Inst. Math. 52 (66) (1992),127–135 (MR 1995 a: 65147, Zbl 1996# 840: 65095, Zbl 2000# 940: 13388, R� Mat 1994:7G).

[37] B. S. Jovanovic: On the convergence rate of finite–difference schemes for hyperbolic equations.Z. Angew. Math. Mech. 73, No 7–8 (1993), 656–660 (MR1237854, MR 1994 d: 00020, Zbl1994# 793: 65070).

[38] B. S. Jovanovic: On the estimates of the convergence rate of the finite difference schemes forthe approximation of solutions of hyperbolic problems (II part). Publ. Inst. Math. 55 (69)(1994), 149–155 (MR 1996 a: 65136, Zbl 1996# 840: 65096, R� Mat 1995: 7G 57).

[39] B. Jovanovic: Multipliers in Sobolev spaces and exact convergence rate estimates for thefinite–difference schemes. Banach Center Publ. 29 (1994), 165–173 (MR 1995 c: 46046, Zbl1995# 823: 65095).

[40] B. S. Jovanovic: On the convergence of a multicomponent three level alternating directiondifference scheme. Mat. vesnik 46 (1994), 99–103 (MR 1996 b: 65085, Zbl 1996# 826: 65081,Zbl # 950: 27843, R� Mat 1995: 11G 54).

[41] B. Jovanovic: On the convergence of a multicomponent alternating direction differencescheme. Publ. Inst. Math. 56 (70) (1994), 129–134 (MR 1996 f: 65121, Zbl 1996# 835:65104, Zbl # 950: 50948, R� Mat 1996: 1G 30).

[42] B. S. Jovanovic: On the convergence of a multicomponent alternating direction method. Z.Angew. Math. Mech. 75, Suppl. 2 (1995), 687–688 (MR 1996 a: 00016, Zbl # 850: 65196,Zbl # 950: 48209).

[43] B. S. Jovanovic: On the convergence of a three–level vector SOR scheme. Mat. vesnik 47(1995), 93–98 (MR 1996 k: 65063, Zbl 1998# 888: 65106).

[44] B. S. Jovanovic: On the convergence of a factorized vector finite difference scheme. Publ.Inst. Math. 60 (74) (1996), 153–164 (MR 1997 i: 65141, Zbl 2001# 949: 65097).

[45] B. S. Jovanovic: On the convergence of a modified block SOR algorithm. Novi Sad J. Math.26, No 2 (1996), 31–47 (MR 1998 m: 65175, Zbl 2000# 948: 65108).

[46] B. S. Jovanovic: Interpolation technique and convergence rate estimates for finite differencemethod. Lect. Notes Comput. Sci. 1196 (1997), 200–211 (MR1475966).

[47] B. S. Jovanovic: An iterative vector method for solving elliptic difference problems. FactaUniversitatis, Ser. Math. Inform. 12 (1997), 273–282 (MR 1999 d: 65299, Zbl: 2003# 1014:65110).

[48] A.A. Samarski�, B.S. �ovanoviq, P.P. Matus, V.S. Weglik: Raznostnye shemyna adaptivnyh setkah po vremeni dl� paraboliqeskih uravneni� s obobwennymirexeni�mi. Differencial~nye uravneni� 33 (1997), 975–984 (MR 1999 e: 65117;Zbl 0929.65061).

[49] D. Bojovic, B. S. Jovanovic: Application of interpolation theory to determination of conver-gence rate for finite difference schemes of parabolic type. Mat. vesnik 49 (1997), 99–107 (MR1999 b: 65103, Zbl 2000# 948: 46018).

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[50] B. S. Jovanovic, B. Z. Popovic: Some convergence rate estimates for finite difference schemes.Mat. vesnik 49 (1997), 249–256 (MR 1998 m: 65177, Zbl 2001# 949: 65110, Zbl 2002# 994:65113).

[51] D. Bojovic, B. S. Jovanovic: Convergence of finite difference method for the heat equation –interpolation technique. Mat. vesnik 49 (1997), 257–264 (MR 1998 m: 65151, Zbl 2000# 948:65089).

[52] B. S. Jovanovic: On the convergence of an iterative vector alternating direction differencescheme. Filomat 11 (1997), 89–102 (MR 1999 g: 65102, Zbl 2003# 1014: 65111).

[53] A.A. Samarskii, B. S. Iovanovich, P. P. Matus, V. S. Shcheglik: Finite–difference schemes onadaptive time grids for parabolic equations with generalized solutions. Differential Equations33 (1997), 981–990 (MR 1999 e: 65117; Zbl 0929.65061).

[54] B. S. Jovanovic, B. Z. Popovic: Interpolation of function spaces and the convergence rateestimates for the finite difference method. Novi Sad J. Math. 28, No 3 (1998), 95–104 (MR1999 g: 65103, Zbl 2001# 952: 65083).

[55] I. Sestak, B. Jovanovic: Existence result for the displacement field of elastic body. The caseof a locking support. Publ. Inst. Math. 63 (77) (1998), 75–80 (MR 1999 f: 65168, Zbl 2002#982: 49010).

[56] B. Jovanovic, I. Sestak: Least–squares mixed finite elements for linear elasticity problem withnon–homogeneous boundary conditions. Z. Angew. Math. Mech. 78, No 9 (1998), 641–645(MR 1999 f: 73026, Zbl 1999# 907: 73062).

[57] B.S. �ovanoviq, P.P. Matus, V.S. Weglik: Raznostnye shemy na neravnomernyhsetkah dl� paraboliqeskogo uravneni� s peremennymi ko�fficientami i obobwen-nymi rexeni�mi. Doklady NAN Belarusi 42, } 6 (1998), 38–44 (MR 2000 h: 65137;Zbl 1040.65507).

[58] B. S. Jovanovic: Finite difference schemes on nonuniform meshes for a parabolic problemwith weak solution. Filomat 12, No 2 (1998), 67–77 (MR 2000 k: 65141, Zbl 2001# 952:65063).

[59] B.S. �ovanoviq, P.P. Matus: Ocenki skorosti shodimosti raznostnyh shem dl��lliptiqeskih zadaq. �. vyqisl. mat. mat. fiz. 39 (1999), 61–69 (MR 2000 c: 65075;Zbl 0970.65111).

[60] B.S. �ovanoviq, P.P. Matus, V.S. Weglik: Ocenki skorosti shodimosti raznos-tnyh shem na neravnomernyh setkah dl� paraboliqeskih zadaq s peremennymi ko�f-ficientami i obobwennymi rexeni�mi. Sib. �urn. vyqisl. matematiki 2 (1999),123–136 (Zbl 2001# 956: 65083).

[61] B. Z. Popovic, B. S. Jovanovic: Some convergence rate estimates for finite difference schemes– interpolation technique. Zbornik radova PMF u Kragujevcu 21 (1999), 7–15 (MR 2000 h:65152; Zbl 1052.65555).

[62] B.S. �ovanoviq, P.P. Matus, V.S. Weglik: O toqnosti raznostnyh shem dl�neline�nyh paraboliqeskih uravneni� s obobwennymi rexeni�mi. �. vyqisl. mat.mat. fiz. 39 (1999), 1679–1686 (MR 2000 h: 65116; Zbl 0977.65078).

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[63] P. P. Matus, B. S. Jovanovic: Coefficient stability of operator–difference schemes. Mathemat-ical Modelling and Analysis 4 (1999), 135–146 (MR1907732, MR 2002: Author Index, Zbl2003# 1014: 65090).

[64] B.S. �ovanoviq, P.P. Matus, V.S. Weglik: Raznostnye shemy dl� neline�nyhparaboliqeskih uravneni� s obobwennymi rexeni�mi. Doklady NAN Belarusi 43,} 5 (1999), 25–29 (MR 2000 m: 65096; Zbl 1046.65500).

[65] B. S. Iovanovic, P. P. Matus: Estimation of the convergence rate of difference schemes forelliptic problems. Comput. Math. Math. Phys. 39 (1999), 56–64 (MR 2000 c: 65075; Zbl0970.65111).

[66] B. S. Jovanovic, B. Z. Popovic: Convergence of a finite difference method for the third BVPfor Poisson’s equation. Mat. vesnik 51 (1999), 81–89 (MR 2000 m: 65126).

[67] B. S. Iovanovich, P. P. Matus, V. S. Tscheglik: On accuracy of difference schemes for non-linear parabolic equations with generalized solutions. Comput. Math. Math. Phys. 39 (1999),1611–1618 (MR 2000 h: 65116; Zbl 0977.65078).

[68] B. Jovanovic, V. Jovanovic: Convergence of finite difference schemes approximating hyper-bolic problems. Novi Sad J. Math. 29, No 1 (1999), 207–214 (MR 2001 m: 65108).

[69] B. Jovanovic, I. Sestak: Least–squares mixed finite elements for the linear elasticity problem.Theoret. Appl. Mech. 25 (1999), 21–31 (MR 2001 e: 74075; Zbl 1029.65507).

[70] B. S. Jovanovic, P. P. Matus, V. S. Shchehlik: The estimates of accuracy of difference schemesfor the nonlinear heat equation with weak solution. Mathematical Modelling and Analysis 5(2000), 86–96 (MR1908049, MR 2002: Author Index, Zbl 2003# 1006: 65101).

[71] B. S. Jovanovic, P. P. Matus: Finite difference schemes on nonuniform meshes for parabolicproblems with generalized solutions. Publ. Inst. Math. 67 (81) (2000), 145–158 (MR 2001 i:65100).

[72] B. S. Jovanovic: Finite difference schemes for boundary value problems with generalized so-lutions. Novi Sad J. Math. 30, No 3 (2000), 47–58 (MR 2001 c: 00015, MR1776444).

[73] B. S. Jovanovic, D. Bojovic: Finite difference method for the heat equation with coefficientfrom anisotropic Sobolev space. Facta Universitatis, Ser. Math. Inform. 15 (2000), 113–122(MR2024623 (2005c:65075); Zbl 2005# 1052: 65073).

[74] B.S. �ovanoviq: O skorosti shodimosti odno� mnogokomponentno� raznostno�shemy dl� uravneni� teploprovodnosti. Mathematica Montisnigri 13 (2001), 27–40(MR2023722 (2004j:65118), Zbl 1087.65090).

[75] B. S. Jovanovic, J. D. Kandilarov, L. G. Vulkov: Construction and convergence of differenceschemes for a model elliptic equation with Dirac–delta function coefficient. Lect. Notes Com-put. Sci. 1988 (2001), 431–438 (MR 2003 e: 65003, MR1938436; Zbl 2002# 978: 65098).

[76] B. S. Jovanovic, L. G. Vulkov: Operator’s approach to the problems with concentrated factors.Lect. Notes Comput. Sci. 1988 (2001), 439–450 (MR 2003 e: 65003, MR1938437; Zbl 2002#978: 65073).

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[77] B.S. �ovanoviq, V.S. Weglik: O shodimosti odno� raznostno� shemy dl� ne-line�nogo uravneni� teploprovodnosti s obobwennymi rexeni�mi. Vesci NAN Be-larusi, ser. fizika–mat�matyqnyh navuk, } 1 (2001), 47–50 (MR 2002 e: 65117).

[78] B. S. Jovanovic, P. P. Matus: On the strong stability of operator–difference schemes in time–integral norms. Comput. Methods Appl. Math. 1 (2001), 72–85 (MR 2002 c: 65077, Zbl2002# 984: 65094).

[79] B.S. �ovanoviq, P.P. Matus: Sil~na� usto�qivost~ differencial~no–operator-nyh uravneni� i operatorno–raznostnyh shem v integral~nyh po vremeni normah.Differencial~nye uravneni� 37, } 7 (2001), 950–958 (MR 2003 d: 65080, Zbl 2003#1002: 65102).

[80] B. S. Jovanovic, L. G. Vulkov: On the convergence of finite difference schemes for the heatequation with concentrated capacity. Numer. Math. 89, No 4 (2001), 715–734 (MR 2002 i:65085, Zbl 2002# 993: 65100).

[81] B.S. �ovanoviq, V.S. Weglik: O shodimosti odno� raznostno� shemy dl� dvuh-mernogo kvazineline�nogo uravneni� teploprovodnosti s obobwennymi rexeni�mi.Doklady NAN Belarusi 45, } 5 (2001), 28–31 (MR1983705 (2004f: 65117)).

[82] D. Bojovic, B. S. Jovanovic: Fractional order convergence rate estimates of finite differencemethod on non-uniform meshes. Comput. Methods Appl. Math. 1, No 3 (2001), 213–221(MR 2002 k: 65168).

[83] B. S. Jovanovic, B. Z. Popovic: Convergence of a finite difference scheme for the third bound-ary value problem for elliptic equation with variable coefficients. Comput. Methods Appl.Math. 1, No 4 (2001), 356–366 (MR1892951 (2003e: 65190), Zbl 2002# 996: 65111).

[84] B. S. Jovanovic, P. P. Matus: Strong stability of operator–differential equations and operator–difference schemes in norms integral with respect to time. Differential Equations 37, No 7(2001), 998–1007 (MR 2003 d: 65080, Zbl 2003# 1002: 65102).

[85] B. S. Jovanovic, L. G. Vulkov: Stability and convergence of difference schemes for parabolicinterface problems. Filomat 15 (2001), 239–246 (MR2105118 (2005j:65084); Zbl 2004# 1032:65100).

[86] B.S. �ovanoviq, P.P. Matus: Sil~na� usto�qivost~ differencial~nyh uravneni�vtorogo por�dka s neograniqennymi operatornymi ko�fficientami.Doklady NANBelarusi 46, } 1 (2002), 16–19 (MR2011889 (2004g: 34101)).

[87] B.S. �ovanoviq, P.P. Matus: Ko�fficientna� usto�qivost~ differencial~no–operatornyh uravneni� vtorogo por�dka. Differencial~nye uravneni� 38, } 10(2002), 1371–1377 (MR2014234 (2004j: 34131); Zbl 2004# 1029: 35188).

[88] B.S. �ovanoviq, S.V. Lemexevski�, P.P. Matus: Global~na� usto�qivost~ dif-ferencial~no–operatornyh uravneni� vtorogo por�dka i trehslo�nyh operatorno–raznostnyh shem.Doklady NAN Belarusi 46, } 4 (2002), 30–34 (MR2007307 (2005d:65119)).

[89] B. S. Jovanovic, S. V. Lemeshevsky, P. P. Matus: On the stability of differential-operator equa-tions and operator-difference schemes as t → ∞. Comput. Methods Appl. Math. 2, No 2(2002), 153–170 (MR1930845 (2003h: 65109)).

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[90] B. S. Jovanovic, P. P. Matus: Coefficient stability of operator–differential equations of secondorder. Differential Equations 38, No 10 (2002), 1460-1466 (MR2014234 (2004j: 34131); Zbl2004# 1029: 35188).

[91] B. S. Jovanovic: Global, asymptotic and strong stability of abstract differential equations andoperator–difference schemes. Nauqni trudove RU “Angel K�nqev” (Ruse, B�lgari�),t. 39, seri� 2.2 (2002), 106–110.

[92] B. S. Jovanovic: Difference schemes for partial differential equations with generalized solu-tions and singular coefficients. Bull. Soc. Math. (Banja Luka) 9 (2002), 48–65 (MR2059552(2005e: 65166); Zbl 2005# 1056: 65103).

[93] B. S. Jovanovic, L.G. Vulkov: Stability of an elliptic interface problem on perturbation ofinterface. Prilozi, Odd. mat. teh. nauki, MANU (Skopje), 23/24, No 1/2 (2002/2003),49–56.

[94] B.S. �ovanoviq, P.P. Matus: Ob asimptotiqesko� usto�qivosti differenci-al~no-operatornyh uravneni� pervogo i vtorogo por�dka. Differencial~nye urav-neni� 39, } 3 (2003), 383–392 (MR2132974 (2005m:34130); Zbl 2005# 1073: 34066).

[95] B. S. Jovanovic, L.G. Vulkov: On the rate of convergence of difference schemes for the Pois-son equation with dynamical interface conditions. Comput. Methods Appl. Math. 3, No 1(2003), 177–188 (MR2002263 (2004i: 65081); Zbl 2004# 1038: 65111).

[96] B. S. Jovanovic, L.G. Vulkov: On the convergence of difference schemes for hyperbolic prob-lems with concentrated data. SIAM J. Numer. Anal. 41, No 2 (2003), 516–538 (MR2004186(2004i:65080); Zbl 2005# 1050: 65082).

[97] B. S. Jovanovic, P. P. Matus: Asymptotic stability of first- and second-order operator-differen-tial equations. Differential Equations 39, No 3 (2003), 414–425 (MR2132974 (2005m:34130);Zbl 2005# 1073: 34066).

[98] B. S. Jovanovic: Finite difference scheme for partial differential equations with weak solutionsand irregular coefficients. Comput. Methods Appl. Math. 4, No 1 (2004), 48–65 (MR2117280(2005k:65217); Zbl 2004# 1049: 65112).

[99] Z. Mijajlovic, B. Jovanovic, F. Maric, M. Maric: MATLAB toolbox for analysis of 3D images.Pregled Nac. centra za digitalizaciju 4 (2004), 70–77.

[100] B. S. Jovanovic: Global and asymptotic stability of operator-difference schemes. Comput.Methods Appl. Math. 4, No 2 (2004), 192–205 (MR2119623 (2005m:65171); Zbl 2005# 1058:65096).

[101] D.R. Bo�oviq, B.S. �ovanoviq, P.P. Matus: O sil~no� usto�qivosti differ-encial~no-operatornyh uravneni� pervogo por�dka. Differencial~nye uravneni�40, } 5 (2004), 655–661 (MR2162477 (2006c: 34110); Zbl 1084.34055).

[102] S. Gegovska-Zajkova, B. S. Jovanovic: Two dimensional spectral problems containing deltadistribution or conjugation conditions. Mathematica Balkanica (New Series), 18 (2004), 287–294 (MR2076194 (2005b:35108); Zbl 1085.35114).

[103] D.R. Bojovic, B. S. Jovanovic, P. P. Matus: On the strong stability of first-order operator-differential equations. Differential Equations 40, No 5 (2004), 703–710 (MR2162477 (2006c:34110); Zbl 1084.34055).

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[104] B. S. Jovanovic, L. G. Vulkov: Finite difference schemes for some types of boundary valueproblems with interfaces. Proc. Appl. Math. Mech. 4 (2004), 702-703.

[105] B. S. Jovanovic, L. G. Vulkov: On the convergence of finite difference scheme for ellip-tic equation with coefficient containing Dirac distribution. Mat. vesnik 56 (2004), 115–123(MR2165797 (2006g:65171)).

[106] B. S. Jovanovic, L. G. Vulkov: Stability of difference schemes for parabolic equations withdynamical boundary conditions and conditions on conjugation. Appl. Math. Comput. 163(2005), 849–868 (MR2121832 (2005j:65092); Zbl 1081.65089).

[107] L.G. Volkov, B.S. �ovanoviq: O shodimosti raznostnyh shem dl� uravneni� Puas-sona s nestacionarnym kraevym usloviem.�. vyqisl. mat. mat. fiz. 45, } 2 (2005),287–297 (MR2158670 (2006c:65093); Zbl 2005# 1072: 65136).

[108] B. S. Jovanovic, L. G. Vulkov: Finite difference approximation of an elliptic interface problemwith variable coefficients. Lect. Notes Comput. Sci. 3401 (2005), 46–55 (Zbl 1118.65373).

[109] D. Bojovic, B. Z. Popovic, B. S. Jovanovic: Strong stability of the second-order operator-differential equations. Lect. Notes Comput. Sci. 3401 (2005), 187–194 (Zbl 1118.34325).

[110] L.G. Vulkov, B. S. Jovanovic: Convergence of finite-difference schemes for Poisson’s equationwith a dynamic boundary condition. Comput. Math. Math. Phys. 45, No 2 (2005), 275–284(MR2158670 (2006c:65093); Zbl 2005# 1072: 65136).

[111] B. S. Jovanovic, L. G. Vulkov: Energy stability for a class of two-dimensional interface linearparabolic problems. J. Math. Anal. Appl. 311 (2005), 120–138 (MR2165467 (2006f:35149);Zbl 1074.35043).

[112] B. S. Jovanovic: On the strong stability of differential equations and difference schemes. Proc.Appl. Math. Mech. 5, No 1 (2005), 833–834.

[113] D. Bojovic, B. S. Jovanovic: Convergence of finite difference method for the parabolic problemwith concentrated capacity and variable operator. J. Comput. Appl. Math., 189, No 1-2 (2006),286–303 (MR2202980 (2006h:65109); Zbl 1111.65079).

[114] B. S. Jovanovic, S. V. Lemeshevsky, P. P. Matus, P.N. Vabishchevich: Stability of solutions ofdifferential-operator and operator-difference equations in the sense of perturbations of oper-ators. Comput. Methods Appl. Math. 6, No 3 (2006), 269–290 (MR2280928 (2007h:34098);Zbl 1119.34046).

[115] B. S. Jovanovic: Asymptotic stability of a three-level operator-difference scheme. Comput.Methods Appl. Math. 6, No 4 (2006), 405–412 (MR2293375 (2008a:65148); Zbl 1106.65067).

[116] B. S. Jovanovic, L. G. Vulkov: Difference schemes for a general parabolic problem with inter-face. Proc. Appl. Math. Mech. 6 (2006), 741-742.

[117] B. S. Jovanovic, M. N. Koleva, L.G. Vulkov: Numerical analysis of blow-up weak solutionsto semilinear hyperbolic equations. Lect. Notes Comput. Sci. 4310 (2007), 607–614 (Zbl1137.65406).

[118] B. S. Jovanovic, P. P. Matus: Strong stability of operator-differential equations. Int. J. Appl.Math. Stat. 10, No S07 (2007), 50–69 (MR2337102 (2008g:34158); Zbl 1149.34035).

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[119] B. Jovanovic: About some types of boundary value problems with interfaces. Krag. J. Math.30 (2007), 13–26 (MR2343357 (2008d:35032); Zbl 1199.35067).

[120] B. S. Jovanovic, S. V. Lemeshevsky, P. P. Matus, P.N. Vabishchevich: Stability of solutionsof differential-operator and operator-difference equations with respect to perturbation of op-erators. Krag. J. Math. 30 (2007), 59–88 (MR2343360 (2008g:34159); Zbl 1199.65306).

[121] B. S. Jovanovic, I. M. Jovanovic: Heat equation with concentrated capacity and constant co-efficients. The IPSI BgD Transactions on Advanced Research 3, No 2 (2007), 26–28.

[122] B. S. Jovanovic, L. G. Vulkov: On the convergence of difference schemes for parabolic problemswith concentrated data. Int. J. Numer. Anal. Model. 5, No 3 (2008), 386–406 (MR2453896(2009h:65113); Zbl 1208.65129).

[123] B. Jovanovic, D. Salemovic, A. Dedic: Analiticki aspekt resenja diferencijalnih jednacinastrujanja suspenzije izme -du dva saosna cilindra. Tehnika – Masinstvo 57, No 5 (2008), 1–7.

[124] B. S. Jovanovic, L. G. Vulkov: Numerical solution of a hyperbolic transmission problem.Comput. Methods Appl. Math. 8, No 4 (2008), 374–385 (MR2604750 (2011c:65164); Zbl1202.65111).

[125] B. S. Jovanovic, L.G. Vulkov: Finite difference approximation of strong solutions of a parab-olic interface problem on disconnected domains. Publ. Inst. Math. 84 (98), (2008), 37–48(MR2488540 (2010c:65139); Zbl 1208.65129).

[126] B. S. Jovanovic, L. G. Vulkov: Finite difference approximations for some interface prob-lems with variable coefficients. Appl. Numer. Math. 59, No 2 (2009), 349–372 (MR2484927(2009j:65287); Zbl 1158.65059).

[127] B. S. Jovanovic, L. G. Vulkov: Finite element approximation of an elliptic boundary valueproblem with interface. Lect. Notes Comput. Sci. 5434 (2009), 56–67 (Zbl pre05531837).

[128] S. Gegovska-Zajkova, B. S. Jovanovic, I. M. Jovanovic: On the numerical solution of a trans-mission eigenvalue problem. Lect. Notes Comput. Sci. 5434 (2009), 289–296 (Zbl 1208.65129).

[129] D. Salemovic, B. Jovanovic, A. Dedic: Numericki aspekt resenja diferencijalnih jednacinastrujanja suspenzije izme -du dva saosna cilindra. Tehnika – Masinstvo 58, No 4 (2009), 1–8.

[130] B. S. Jovanovic, L. G. Vulkov: Numerical solution of a two-dimensional parabolic transmissionproblem. Int. J. Numer. Anal. Model. 7, No 1 (2010), 156–172 (MR2587417).

[131] I. Sestak, B. S. Jovanovic: Approximation of thermoelasticity contact problem with nonmono-tone friction. Appl. Math. Mech. 31, No 1 (2010), 77–86 (MR2599410 (2010k:74090), Zbl1208.65129).

[132] B. S. Jovanovic, L.G. Vulkov: Numerical solution of a two-dimensional hyperbolic transmis-sion problem. J. Comput. Appl. Math. 235 (2010), 519–534 (MR2719796 (2011h:65130), Zbl1208.65129).

[133] B. S. Jovanovic, L. G. Vulkov: Numerical solution of a parabolic transmission problem. IMAJ. Numer. Anal. 31 (2011), 233–253 (MR2755944, Zbl 1215.65140).

[134] B. S. Jovanovic, M. N. Koleva, L.G. Vulkov: Convergence of a FEM and two-grid algorithmsfor elliptic problems on disjoint domains. J. Comput. Appl. Math. 236 (2011), 364–374.

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[135] A.M. Delic, B. S. Jovanovic, Z. D. Milovanovic: On the transmission eigenvalue problem indisjoint domains. Comput. Methods Appl. Math. 11, No 4 (2011), 407–417.

[136] B. S. Jovanovic, L. G. Vulkov: Analysis and numerical approximation of a parabolic-hyperbolictransmission problem. Central European Journal of Mathematics 10, No 1 (2012), 73–84.

[137] B. S. Jovanovic, L.G. Vulkov: Formulation and analysis of a parabolic transmission problemon disjoint intervals. Publ. Inst. Math. 91 (105), (2012), 111-123.

[138] D.R. Bojovic, B. S. Jovanovic: Convergence of a finite difference method for solving 2Dparabolic interface problems. J. Comput. Appl. Math. 236 (2012), 3605–3612.

[139] B. Jovanovic, M. Lapinska-Chrzczonowicz, A. Matus, P. Matus: Stability of finite-differenceschemes for semilinear multidimensional parabolic equations. Comput. Methods Appl. Math.12, No 3 (2012), 289–305.

[140] B. S. Jovanovic, L. G. Vulkov: Richardson extrapolation in spectral problems with eigenvaluesin boundary and conjugation conditions. Appl. Comput. Math. 12, No 1 (2013), 61–75.

[141] B. S. Jovanovic, L. G. Vulkov, A. Delic: Boundary value problems for fractional PDE andtheir numerical approximation. Lect. Notes Comput. Sci. 8236 (2013), 38-49.

[142] B. Jovanovic, A. Delic, L. Vulkov: About some boundary value problems for fractional PDEand their numerical solution. Proc. Appl. Math. Mech. 13 (2013), 445–446.

[143] D.R. Bojovic, B. V. Sredojevic, B. S. Jovanovic: Numerical approximation of 2D parabolictime-dependent problem with delta function. J. Comput. Appl. Math. 259 (2014), 129–137.

[144] B. S. Jovanovic, Z. Milovanovic: Numerical approximation of a 2D parabolic transmissionproblem in disjoint domains. Appl. Math. Comput. 228 (2014), 508–519.

[145] A. Delic, B. S. Jovanovic: Numerical approximation of an interface problem for fractional intime diffusion equation. Appl. Math. Comput. 229 (2014), 467–479.

[146] B. S. Jovanovic, Z. Milovanovic: Finite difference approximation of a parabolic problem withvariable coefficients. Publ. Inst. Math. 95 (109) (2014), 49–62.

[147] A. Delic, S. Hodzic, B. S. Jovanovic: Factorized difference scheme for two-dimensional sub-diffusion equation in nonhomogeneous media. Publ. Inst. Math. 99 (113), (2016), 1–13.

[148] S. Hodzic, B. S. Jovanovic: Finite difference approximation of an elliptic problem with non-local boundary condition. Filomat (2014) (to appear).

[149] S. Hodzic, B. S. Jovanovic: Additive difference scheme for two-dimensional fractional in timediffusion equation. Filomat (2015) (to appear).

[150] A. Delic, S. Hodzic, B. S. Jovanovic: Difference scheme for an interface problem for subdif-fusion equation. Mat. vesnik (2016) (to appear).

[151] S. Hodzic, B. S. Jovanovic: ADI schemes for 2D subdiffusion equation. Lect. Notes Comput.Sci. (2016) (to appear).

11

C) Radovi objavljeni u neperiodickim publikacijama

[1] B.S. �ovanoviq: O shodimosti diskretnyh rexeni� k obobwennym rexeni�m krae-vyh zadaq. V kn.: N.S. Bahvalov, �.A. Kuznecov (izd.), Variacionno–raznostnyemetody v matematiqesko� fizike. Trudy konf. prov. v Moskve 1983, OVM ANSSSR, Moskva 1984, 120–129 (Zbl 1987# 605: 65061, R� Mat 1985: 3B 1259).

[2] B. S. Jovanovic, L. D. Ivanovic: On the convergence of the difference schemes for the equationof vibrating string. In: G.V. Milovanovic (ed.), Numerical methods and approximation theory.Proc. Conf. held in Nis 1984, University of Nis, Nis 1984, 155–159 (MR 1986 g: 65009, Zbl1986# 571: 73086, R� Mat 1985: 6B 1100).

[3] L.D. Ivanovic, B. S. Jovanovic: Approximation and regularization of control problem governedby parabolic equation. In: G.V. Milovanovic (ed.), Numerical methods and approximationtheory. Proc. Conf. held in Nis 1984, University of Nis, Nis 1984, 161–166 (MR 1986 g:65009, Zbl 1985# 549: 65047, R� Mat 1985: 4B 900).

[4] B. S. Jovanovic, L.D. Ivanovic, E. E. Suli: On the convergence rate of difference schemes forthe heat transfer equation. In: B. Vrdoljak (ed.), IV Conference on applied mathematics.Proc. Conf. held in Split 1984, University of Split, Split 1985, 41–44 (MR0811863, MR 1986g: 00007, Zbl 1985# 557: 65063, R� Mat 1985: 12B 1227).

[5] L.D. Ivanovic, B. S. Jovanovic, E. E. Suli: On the convergence of difference schemes for thePoisson equation In: B. Vrdoljak (ed.), IV Conference on applied mathematics. Proc. Conf.held in Split 1984, University of Split, Split 1985, 45–49 (MR 1986 m: 65127, Zbl 1985# 557:65064, R� Mat 1985: 12B 1181).

[6] B. S. Jovanovic: Finite–difference approximations of elliptic equations with non–smooth co-efficients. In: B. Sendov, R. Lazarov, I. Dimov (eds.), Numerical methods and applications.Proc. Conf. held in Sofia 1988, Bulgar. Acad. Sci., Sofia 1989, 207–211 (MR 1990 i: 65008,R� Mat 1990: 5G 127).

[7] B. S. Jovanovic: A remark on the fictitious domain method. In: B. S. Jovanovic (ed.), VIConference on applied mathematics. Proc. Conf. held on Tara 1988. University of Belgrade,Belgrade 1989, 77–82 (MR 1990 g: 65158, Zbl 1990# 682: 65060, R� Mat 1989: 11G 191).

[8] B. S. Jovanovic: O metodi fiktivnih oblasti za jedan granicni problem cetvrtog reda. In: J.Petric, S. Krcevinac, V. Kovacevic–Vujcic (eds.), SYM–OP–IS ’90, Dubrovnik–Kupari 1990,Zbornik radova, Naucna knjiga, Beograd 1990, 325–328.

[9] B. S. Jovanovic: Convergence rate estimates for finite–difference schemes with minimallysmooth coefficients. In: R. Vichnevetsky, J.J.H. Miller (eds.), IMACS’91, Proc. of 13th WorldCongress on Comp. and Appl. Math., Vol. 1, Dublin 1991, 445–446 (MR 1994 b: 00023).

[10] B. S. Jovanovic: Convergence rate estimates for the finite difference schemes compatible withthe smoothness of data. In: D. Bainov, V. Covachev (eds.), Proc. of the First internationalcolloquium on numerical analysis held in Plovdiv, Bulgaria 1992, VSP, Utrecht, Netherlands1993, 89–96 (MR 1997 m: 65010, Zbl 1996# 847: 65076).

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[11] B. S. Jovanovic: Interpolation of function spaces and the convergence rate estimates for thefinite difference schemes. In: D. Bainov, V. Covachev (eds.), Proc. of the Second internationalcolloquium on numerical analysis held in Plovdiv, Bulgaria 1993, VSP, Utrecht, Netherlands1994, 103–112 (MR1455934, MR 1997 m: 65011, Zbl 1996# 845: 65050).

[12] B. S. Jovanovic: On a class of multicomponent alternating direction methods. In: D. Bainov,A. Dishliev (eds.), Third international colloquium on numerical analysis / Invited lecturesand short communications, Plovdiv 1994, Science Culture Technology Publishing, Singapore1995, 97–106 (Zbl 1998# 880: 65013).

[13] B. S. Jovanovic: Vector additive difference schemes. In: E. Minchev (ed.), Fourth internationalcolloquium on numerical analysis / Invited lectures and short communications, Plovdiv 1995,Impulse–M, Sofia 1996, 63–74.

[14] A.A. Samarski�, B.S. �ovanoviq, P.P. Matus, V.S. Weglik: O toqnosti raz-nostnyh shem na adaptivno–vremennyh setkah dl� paraboliqeskih uravneni� s obob-wennymi rexeni�mi. AN Belarusi, Institut matematiki, Prepr. } 10 (522),Minsk 1996, 1–14.

[15] B. Jovanovic, R. D. Lazarov, I. Sestak: A note on the least–squares finite elements for mixedelliptic problems. Texas AM University, ISC-97-04-MATH, College Station 1997, 1–14.

[16] B. S. Jovanovic: Finite difference schemes on nonuniform meshes for boundary value prob-lems with generalized solutions. In: A.A. Samarskiı (ed.), Second International Conference“Finite–Difference Methods: Theory and Application”, Minsk 1998, Proceedings, vol. 2,NASB, Minsk 1998, 42–49 (MR1722637, MR 2000 h: 65009, Zbl 2002# 968: 65055).

[17] J. Petkovic, B. Jovanovic: Dimitrije Nesic. In: M. Saric (ed.), Zivot i delo srpskih naucnika,3, SANU, Biografije i bibliografije knj. III, II odeljenje knj. 3, Beograd 1998, 1–31.

[18] A.A. Samarskii, B. S. Jovanovic, P. P. Matus, V. S. Shcheglik: Finite difference schemes ontime–adaptive meshes for problems with generalized solutions. In: A. A. Samarskii, P.N.Vabishchevich, L. G. Vulkov (eds.), Finite Difference Methods: Theory and Applications,Proc. Conf. held in Rousse (Bulgaria) 1997, Nova Science Publ., Commack, New York 1999,207–219 (MR 2000 k: 65158; Zbl 0968.65055).

[19] B. Popovic, D. Bojovic, B. Jovanovic: Convergence of finite difference method for the thirdboundary value problem – interpolation technique. In: Proc. of XIII Conference on AppliedMathematics (PRIM’98), Igalo 1998, Novi Sad 2000, 93–101 (MR1776444; Zbl 1037.65107).

[20] B. S. Jovanovic: Difference schemes for partial differential equations with generalized solu-tions. In: Proc. of Symp. “Contemporary Mathematics”, held in Belgrade 1998, Belgrade2000, 49–63.

[21] B. Jovanovic, V. Shchehlik: The analysis of one difference scheme for the quasilinear parabolicequation. In: R. Ciegis, A. Samarskii and M. Sapagovas (eds.), Finite–Difference Schemes:Theory and Applications, Proc of 3rd Int. Conf. held in Palanga (Lithuania) 2000, IMI,Vilnius 2000, 99–106 (MR2088068).

[22] B. S. Jovanovic, L.G. Vulkov: On the convergence of difference schemes for the string equa-tion with concentrated mass. In: R. Ciegis, A. Samarskii and M. Sapagovas (eds.), Finite–Difference Schemes: Theory and Applications, Proc of 3rd Int. Conf. held in Palanga (Lithua-nia) 2000, IMI, Vilnius 2000, 107–116 (MR2088069).

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[23] B. S. Jovanovic: Note on the methods for numerical solution of equations. In: A. Krapez(ed.), A Tribute to S. B. Presic, Papers Celebrating his 65th Birthday, Proc Conf. held inBelgrade 1998, Mat. Institut SANU, Belgrade 2001, 102–106.

[24] B. S. Jovanovic, L. G. Vulkov: On the numerical solution of initial–boundary value problemswith concentrated factors. In: Proc. of 10th Congress of Yugoslav Mathematicians held inBelgrade 2001, Faculty of Mathematics, University of Belgrade, Belgrade 2001, 297–302 (MR2002 g: 00020; MR1877166; Zbl 2004# 1037: 65086).

[25] D. Salemovic, Z. Sutara, B. Jovanovic: Numerical analysis of mathematical model of dryingprocess of thick layers natural products in striped drying chamber. In: H. A. Mang, R.G. Ram-merstorfer, J. Eberhardsteiner (Eds.), WCCM V, Fifth World Congress on ComputationalMechanics, Vienna 2002; http://wccm.tuwien.ac.at/publications/Papers/fp81046.ftp

[26] B. S. Jovanovic, P. P. Matus: Global and asymptotic stability of abstract differential equationsand operator-difference schemes. In: Sedmi makedonski simpozium po diferencijalniravenki. Zbornik na trudovi, Ohrid 2002, 13-20.

[27] B. Jovanovic, L. Vulkov, S. Gegovska–Zajkova: O nekim granicnim problemima koji sadrzekoncentrisane velicine. In: N. Mladenovic, -D. Dugosija (eds.), SYM–OP–IS 2003, XXX Sim-pozijum o operacionim istrazivanjima, Herceg Novi 2003, Zbornik radova, 351–354 (Zbl2004# 1049: 35053).

[28] B. Jovanovic: O asimptotskoj stabilnosti diferencijalnih i diferencijskih jednacina. In: S. Vujic(ed.), SYM–OP–IS 2004, XXXI Simpozijum o operacionim istrazivanjima, Iriski Venac 2004,Zbornik radova, 279–282 (Zbl 1091.65082).

[29] M. Maric, F. Maric, Z. Mijajlovic, B. Jovanovic: Automatic Construction of Surface Model.In: SISY 2005, 3rd Serbian-Hungarian Joint Symposium On Intelligent Systems, Proceedings,181–189.

[30] B. S. Jovanovic: Some types of boundary value problems with interfaces. In: B. Ilievski et al.(eds.), Proc. of Third congress of mathematicians of Macedonia held in Struga 2005, Sojuzna matematiqari na Makedonija, Skopje 2007, 387–398.

[31] B. Jovanovic: Some types of stability of operator-differential equations and operator-differenceschemes. In: I. Farago, P. Vabishchevich, L. Vulkov (eds.), Finite Difference Methods: Theoryand Applications, Proc. of Fourth international conference held in Lozenetz (Bulgaria) 2006,University “Angel Kanchev”, Rousse 2007, 77–85.

[32] B. Jovanovic, L. Vulkov: Difference schemes for a parabolic problem with interface. In: I.Farago, P. Vabishchevich, L. Vulkov (eds.), Finite Difference Methods: Theory and Applica-tions, Proc. of Fourth international conference held in Lozenetz (Bulgaria) 2006, University“Angel Kanchev”, Rousse 2007, 215–220.

[33] B. S. Jovanovic, L. G. Vulkov: Formulation, analysis and numerical solution of parabolicinterface problems on disjoint intervals. Proceedings of Second Annual Meeting of BulgarianSection of SIAM (Bg SIAM ’07), Sofia 2007, 68–71.

[34] B. Jovanovic, D. Salemovic, A. Dedic: Analiticki aspekt resenja diferencijalnih jednacinastrujanja suspenzije izme -du dva saosna cilindra. U: Dvadeset prvi me -dunarodni kongres oprocesnoj industriji “PROCESING 2008”, Zbornik radova (CD), Beograd 2008, Rad 47, 1–8.

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[35] B. Jovanovic, J. Kandilarov, L. Vulkov: Increasing of the accuracy in the computation ofthe concentrations in diffusion models with localized chemical reactions. In: M. D. Todorov(ed.), Applications of Mathematics in Engineering and Economics (AMEE ’08), Proc. of34 th International conference held in Sozopol, Bulgaria 2008, American Institute of Physics,Conf. Proc. 1067 (2008), 253–261 (MR2761960; Zbl 1208.65129).

[36] B. Jovanovic, M. Koleva, L. Vulkov: Numerical solution of elliptic and parabolic problems indisjoint domains. Proceedings of Third Annual Meeting of Bulgarian Section of SIAM (BgSIAM ’08), Sofia 2008, 53–56.

[37] I. Sestak, B. Jovanovic: Approximation of unsteady heat equation in the form of hemivari-ational inequality. In: T. Atanackovic, D. Spasic, S. Simic (eds.), Proceedings of SecondInternational Congress of Serbian Society of Mechanics (IConSSM 2009), Palic (Subotica),Serbia 2009, Paper C-19, 1–9.

[38] I. Sestak, B. Jovanovic: Approximation of thermoelasticity frictional contact problem withhemivariational inequality. In: Applications of Mathematics in Engineering and Economics(AMEE ’09), Proc. of 35 th International conference held in Sozopol, Bulgaria 2009, AmericanInstitute of Physics, Conf. Proc. 1184 (2009), 47–54 (MR2648505).

[39] B. Jovanovic, M. Koleva, L. Vulkov: Application of the two-grid method to a heat radiationproblem. In: Proc. of First International Conference on Applications of Mathematics in Tech-nical and Natural Sciences, held in Sozopol, Bulgaria 2009, American Institute of Physics,Conf. Proc. 1186 (2009), 352–360 (MR2664762 (2011i:80014)).

[40] Z. Milovanovic, B. Jovanovic: About some spectral problems containing Dirac distribution.Proc. of XVIII Conference on Applied Mathematics (PRIM 2009) held in Subotica (Serbia)2009, University of Novi Sad, Faculty of Sciences, DMI, Novi Sad 2010, 31–38.

[41] D.R. Bojovic, B. S. Jovanovic: Finite difference method for a parabolic problem with concen-trated capacity and time-dependent operator. In: W. Gautschi, G. Mastroianni, T. Rassias(Eds.), Approximation and Computation, Series: Springer Optimization and Its Applica-tions, Vol. 42 (2011), 285–296 (MR2759091; Zbl 1215.65139).

[42] B. S. Jovanovic: Finite difference approximation of a hyperbolic transmission problem. In:W. Gautschi, G. Mastroianni, T. Rassias (Eds.), Approximation and Computation, Se-ries: Springer Optimization and Its Applications, Vol. 42 (2011), 327–337 (MR2759094; Zbl1215.65140).

[43] B.S. Jovanovi�: O jednoj klasi dvodimenzionih nelokalnih paraboliqkih problema.Spomenica akademika Veselina Peri�a, ANURS, Odeljenje prirodno-matematiq-kih i tehniqkih nauka, Knj. 15, Banja Luka 2011, 295–315.

15

D) Predavanja po pozivu i plenarna predavanjana naucnim skupovima

[1] B.S. �ovanoviq: O shodimosti diskretnyh rexeni� k obobwennym rexeni�m kra-evyh zadaq. Konferenci�: Variacionno–raznostnye metody v matematiqesko� fi-zike, Moskva 1983, OVM AN SSSR.

[2] B.S. �ovanoviq: O shodimosti diskretnyh metodov dl� nestacionarnyh zadaq.Konferenci�: Sovremennye problemy qislennogo analiza, Moskva 1986, OVM ANSSSR.

[3] B.S. �ovanoviq: Approksimaci� obobwennyh rexeni� kraevyh zadaq s pomow~�koneqnyh raznoste�. XXIX Semester on Numerical Analysis and Mathematical Modeling,Warsaw 1987, “S. Banach” International Mathematical Center.

[4] B. S. Jovanovic: Multipliers in Sobolev spaces and exact convergence rate estimates for thefinite–difference schemes. XXXVII Semester on Numerical Analysis and Mathematical Mod-eling, Warsaw 1991, “S. Banach” International Mathematical Center.

[5] B. S. Jovanovic: Convergence rate estimates for the finite–difference schemes compatible withthe smoothness of data. First International Colloquium on Numerical Analysis, Plovdiv 1992.

[6] B. S. Jovanovic: Interpolation of function spaces and the convergence rate estimates for thefinite–difference schemes. Second International Colloquium on Numerical Analysis, Plovdiv1993.

[7] B. S. Jovanovic: Finite–difference method for boundary–value problems with weak solutions.Fourth International Colloquium on Differential Equations, Plovdiv 1993.

[8] B. S. Jovanovic: On a class of multicomponent alternating direction methods. Third Interna-tional Colloquium on Numerical Analysis, Plovdiv 1994.

[9] B. S. Jovanovic: Vector additive difference schemes. Sixth International Colloquium on Dif-ferential Equations, Plovdiv 1995.

[10] B. S. Jovanovic: Interpolation technique and convergence rate estimates for FDM. First Work-shop on Numerical Analysis and Application, Rousse, Bulgaria 1996.

[11] B. S. Jovanovic, P. P. Matus: On the convergence of difference schemes for parabolic equa-tions with variable coefficients on generalized solutions. First Conference on Finite DifferenceMethods: Theory and Applications, Rousse, Bulgaria 1997.

[12] B. S. Jovanovic: Finite difference schemes for boundary value problems with generalized so-lutions. XIII Conference on Applied Mathematics (PRIM’98), Igalo 1998.

[13] B. S. Jovanovic: Finite difference schemes on nonuniform meshes for boundary value prob-lems with generalized solutions. Second International Conference “Finite–Difference Meth-ods: Theory and Application”, Minsk 1998.

[14] B. S. Jovanovic: Difference schemes for partial differential equations with generalized solu-tions. Symposium “Contemporary Mathematics”, Belgrade 1998.

16

[15] B. S. Jovanovic, L. G. Vulkov: Operator’s approach to the problems with concentrated factors.Second Conference on Numerical Analysis and Applications, Rousse, Bulgaria 2000.

[16] B. S. Jovanovic, L.G. Vulkov: On the convergence of difference schemes for the equation ofvibrating string with concentrated mass. Third International Conference “Finite DifferenceSchemes”, Palanga, Lithuania 2000.

[17] B. S. Jovanovic: Difference schemes for partial differential equations with generalized solu-tions and singular coefficients. Konferencija “Noviji rezultati iz matematike”, posvecena 70.godisnjici ro -denja akademika Veselina Perica, Banja Luka 2000.

[18] B. S. Jovanovic, L.G. Vulkov: Finite difference schemes for initial–boundary value problemswith singular coefficients. International Conference “FILOMAT 2001”, Nis 2001.

[19] B. S. Jovanovic, L.G. Vulkov: Some types of partial differential equations with interfaces.International Conference on Constructive Function Theory – Workshop on Multiscale Ap-proximations (Wavelets, Splines, RBF) and Applications to Signal and Image Processing,Varna, Bulgaria 2002.

[20] B. S. Jovanovic, L. G. Vulkov: Finite difference approximation of an elliptic interface prob-lem with variable coefficients. Third International Conference on Numerical Analysis andApplications, Rousse (Bulgaria) 2004.

[21] B. S. Jovanovic: Some types of boundary value problems with interfaces. Third Congress ofMathematicians of Macedonia, Struga 2005.

[22] B. Jovanovic: Some types of stability of operator-differential equations and operator-differenceschemes. Fourth International Conference on “Finite Difference Methods: Theory and Ap-plications”, Lozenetz (Bulgaria) 2006.

[23] B. Jovanovic: Finite difference schemes for PDEs with weak solutions and irregular coeffi-cients. International Conference on Numerical and Applied Mathematics (ICNAM–2006),Kragujevac 2006.

[24] B. Jovanovic: About some kinds of boundary value problems with interfaces. Third inter-national conference “Computational Methods in Applied Mathematics” (CMAM–3), Minsk(Belarus) 2007.

[25] P. Vabishchevich, B. Jovanovic, S. Lemeshevsky, and P. Matus: Strong stability of the solu-tions of differential-operator equations and operator-difference schemes. Third internationalconference “Computational Methods in Applied Mathematics” (CMAM–3), Minsk (Belarus)2007.

[26] B. S. Jovanovic: Numerical solution of interface and transmission problems. InternationalConference “Analysis, Topology and Applications” (ATA 2008), Vrnjacka Banja (Serbia)2008.

[27] B. Jovanovic, L. Vulkov: Numerical approximation of interface and transmission problems.Fourth International Conference on Numerical Analysis and Applications (NAA ’08), Lozen-etz (Bulgaria) 2008.

[28] B. Jovanovic: Numerical solution of a hyperbolic transmission problem. International Con-ference “Approximation & Computation” (APPCOM 2008), Nis (Serbia) 2008.

17

[29] B. Jovanovic: Interface and transmission problems: some properties and numerical approxi-mation. Fourth Congress of the Mathematicians of Republic of Macedonia, Struga 2008.

[30] B. Jovanovic: A class of nonlocal transmission parabolic problems. XVIII Conference onApplied Mathematics (PRIM 2009), Subotica 2009.

[31] B. Jovanovic, L. Vulkov: Interface and transmission problems: some properties and numer-ical approximation. Fourth international conference “Computational Methods in AppliedMathematics” (CMAM–4), Bedlewo (Poland) 2010.

[32] B. Jovanovic, L. Vulkov: A class of nonlocal transmission problems. Fifth international con-ference on “Finite Difference Methods: Theory and Applications” (FDM ’10), Lozenetz (Bul-garia) 2010.

[33] B. Jovanovic, L. Vulkov, A. Delic: Boundary value problems for fractional PDE and theirnumerical approximation. Fifth International Conference on Numerical Analysis and Appli-cations (NAA ’12), Lozenetz (Bulgaria) 2012.

[34] B. Jovanovic: Boundary value problems for fractional in time diffusion-wave equation. Theo-retical and numerical aspects. Sixth international conference on “Finite Difference Methods:Theory and Applications” (FDM ’14), Lozenetz (Bulgaria) 2014, Abstracts, p. 19.

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E) Saopstenja (apstrakti) na naucnim skupovima

[1] B. Jovanovic: Aditivna diferencijska shema za hiperbolicku jednacinu 4. reda. VI Kongresmatematicara, fizicara i astronoma Jugoslavije, Novi Sad 1975, Saopstenja, s. 75.

[2] B. �ovanoviq: Ob odnom �konomiqnom metode dl� rexeni� �lliptiqeskih raznos-tnyh zadaq. VI Balkan Mathematical Congress, Varna 1977, Summaries, p. 62.

[3] B. Jovanovic: O primenama Richardsonove ekstrapolacije. VII Kongres matematicara, fizi-cara i astronoma Jugoslavije, Budva–Becici 1980, Saopstenja, s. I–113.

[4] B. S. Jovanovic, L. D. Ivanovic, E. E. Sili: O konvergenciji diferencijskih shema za jednacinuprovo -denja toplote. IV Seminar primijenjene matematike, Split 1984, Program i sazeci saop-cenja, s. 29.

[5] L.D. Ivanovic, B. S. Jovanovic, E. E. Sili: O konvergenciji diferencijskih shema za Poissonovujednacinu. IV Seminar primijenjene matematike, Split 1984, Program i sazeci saopcenja, s.30.

[6] B. S. Jovanovic, L.D. Ivanovic, E. E. Suli: Sur la convergence des schemas aux differencesfinies pour l’equation des ondes. GAMM Congress ’85, Dubrovnik 1985, Abstracts, p. 4a–5.

[7] B.S. �ovanoviq: Approksimaci� obobwennyh rexeni� s pomow~� koneqnyh raznos-te�. VI Czechoslovak Conference on Differential Equations (EQUADIFF 6), Brno 1985,Abstracts, p. 97.

[8] B. S. Jovanovic: Konvergencija diferencijskih shema za parcijalne diferencijalne jednacineeliptickog tipa s promenljivim koeficijentima. II Naucni skup “Numericki metodi i aproksi-macije”, Novi Sad 1985, Program, s. 11.

[9] B. S. Jovanovic: Konvergencija diferencijskih shema za parcijalne jednacine hiperbolickog tipas promenljivim koeficijentima. VIII Kongres matematicara, fizicara i astronoma Jugoslavije,Pristina 1985, Saopstenja, s. 112.

[10] B.S. �ovanoviq: Shodimost~ raznostnyh metodov dl� uravneni� v qastnyh proiz-vodnyh. IV Conference on Numerical Methods, Miscolc (Hungary) 1986, Abstracts, p. 42.

[11] B. S. Jovanovic, L. D. Ivanovic, E. E. Suli: Metoda konacnih razlika za nestacionarne zadatkes promenljivim koeficijentima. V Seminar iz uporabne matematike, Ljubljana 1986, Program,s. 21.

[12] B. S. Jovanovic: Finite–difference approximation of generalized solutions of boundary valueproblems. International Workshop in Analysis and its Applications, Dubrovnik–Kupari 1987,Program, p. 23–24.

[13] B. S. Jovanovic: Convergence of finite–difference schemes for parabolic equations. First In-ternational Conference on Industrial and Applied Mathematics, Paris 1987, Abstracts, p.262.

[14] B. S. Jovanovic: Finite–difference scheme for quasilinear elliptic problem in an arbitrarydomain. Third Conference on Numerical Methods and Approximation Theory, Nis 1987,Abstracts, p. 22.

19

[15] B. S. Jovanovic: On the method of fictitious domains for a fourth–order quasilinear ellipticproblem. Conference on Differential Equations (EQUADIFF 87), Xanthi (Greece) 1987.

[16] B. S. Jovanovic: Some remarks on the method of fictitious domains. II International Sympo-sium on Numerical Analysis, Praha 1987, Abstracts.

[17] B. S. Jovanovic: Finite–difference scheme for a fourt–order elliptic problem with variablecoefficients. Postgraduate School and Conference, Dubrovnik 1987.

[18] B. S. Jovanovic: Optimal Hk(Eh) error estimates for finite–difference schemes. ICFD Con-ference on Numerical Methods for Fluid Dynamics, Oxford 1988, Abstracts of Poster Pre-sentations.

[19] B. Jovanovic: Finite–difference approximations of elliptic equations with variable non–smoothcoefficients. International Conference on Numerical Methods and Applications, Sofia 1988,Summaries, p. 21.

[20] B. Jovanovic: Aproksimacija eliptickih jednacina s neglatkim koeficijentima pomocu metodekonacnih razlika. VI Seminar iz primenjene matematike, Tara 1988, Program, Abstrakti, s.22.

[21] B. Jovanovic: Primedba o metodi fiktivnih oblasti. VI Seminar iz primenjene matematike,Tara 1988, Program, Abstrakti, s. 22.

[22] B. S. Jovanovic: Optimal error estimates for finite–difference schemes with variable coeffi-cients. GAMM Wissenschaftliche Jahrestagung 1989, Karlsruhe 1989, Abstracts.

[23] B. S. Jovanovic: On the convergence rate estimates for a finite–difference scheme in the caseof the minimal smoothness of data. VII Czechoslovak Conference on Differential Equationsand Their Applications (EQUADIFF 7), Praha 1989, Enlarged Abstracts: Partial DifferentialEquations, Numerical Methods & Applications, p. 147–149.

[24] B. S. Jovanovic: Optimalne L2–ocene brzine konvergencije diferencijskih shema za eliptickejednacine s promenljivim koeficijentima. VII Seminar primijenjene matematike, Osijek 1989,Program, Abstrakti, s. 21.

[25] B. S. Jovanovic: Convergence of finite–difference schemes for parabolic equations with variablecoefficients. GAMM Wissenschaftliche Jahrestagung 1990, Hannover 1990, Abstracts.

[26] B. S. Jovanovic: Convergence of finite–difference schemes for hyperbolic equations with vari-able coefficients. GAMM Wissenschaftliche Jahrestagung 1991, Krakau 1991, Abstracts, p.153.

[27] B. S. Jovanovic: Optimal error estimates for finite–difference schemes with non–smooth coeffi-cients. Second International Conference on Industrial and Applied Mathematics, Washington1991, Abstracts, p. 101.

[28] B. S. Jovanovic: Da li su ocene brzine konvergenicje metode konacnih razlika za hiperbolickeprobleme optimalne? In: J. Petric, S. Krcevinac, V. Kovacevic–Vujcic & N. Mladenovic (eds.),SYM–OP–IS ’91, Herceg Novi 1991, Zbornik radova, Naucna knjiga, Beograd 1991, s. 225.

[29] B. S. Jovanovic: On the convergence rate of finite–difference schemes for hyperbolic equations.GAMM Wissenschaftliche Jahrestagung 1992, Leipzig 1992, Abstracts, p. 168.

20

[30] B. S. Jovanovic: Convergence rate estimates for the finite–difference schemes compatible withthe smoothness of data. First International Colloquium on Numerical Analysis, Plovdiv 1992,Abstracts of Invited Lectures and Short Communications, p. 24.

[31] B. S. Jovanovic: Interpolation of function spaces and the convergence rate estimates for FDM.GAMM Wissenschaftliche Jahrestagung 1993, Dresden 1993, Abstracts, p. 208.

[32] B. Jovanovic: Interpolacija funkcionalnih prostora i ocene brzine konvergencije numerickihmetoda za resavanje granicnih problema. VIII Seminar primijenjene matematike, Tivat 1993,Abstrakti, s. 16.

[33] B. S. Jovanovic: Interpolation of function spaces and the convergence rate estimates for thefinite–difference schemes. Second International Colloquium on Numerical Analysis, Plovdiv1993, Abstracts of Invited Lectures and Short Communications, p. 26.

[34] B. S. Jovanovic: Finite–difference method for boundary–value problems with weak solutions.Fourth International Colloquium on Differential Equations, Plovdiv 1993, Abstracts of In-vited Lectures and Short Communications, p. 100.

[35] B. S. Jovanovic: On the convergence of a multicomponent alternating direction method.GAMM Wissenschaftliche Jahrestagung 1994, Braunschweig 1994, Abstracts, p. 151.

[36] B. Jovanovic: O jednoj klasi mnogokomponentnih metoda promenljivih pravaca. IX Seminarprimenjene matematike (PRIM 94), Budva 1994, Sazeci, s. 7.

[37] B. Jovanovic: On a class of multicomponent alternating direction methods. Third Interna-tional Colloquium on Numerical Analysis, Plovdiv 1994, Abstracts of Invited Lectures andShort Communications, p. 39.

[38] B. Jovanovic: On a class of vector difference schemes. Panonian Applied Mathematical Meet-ing (PAMM, PC–110), Balatonfured (Hungary) 1995.

[39] B. Jovanovic: Vector alternating direction methods. 9th Congress of Yugoslav Mathemati-cians, Petrovac 1995, Abstracts, p. 138–139.

[40] B. Jovanovic, G. Zivanovic: Application of interpolation theory to determination of conver-gence rate for finite difference schemes. 9th Congress of Yugoslav Mathematicians, Petrovac1995, Abstracts, p. 139.

[41] B. Jovanovic: O jednoj klasi mnogokomponentnih iterativnih metoda. X Seminar primenjenematematike (PRIM 95), Budva 1995, Sazeci, s. 21.

[42] L. Jovanovic, B. Jovanovic: Metode za odre -divanje termodinamickih i kinetickih parametarakristalizacije. X Seminar primenjene matematike (PRIM 95), Budva 1995, Sazeci, s. 52.

[43] B. S. Jovanovic: On a multicomponent alternating direction iterative method. Third Interna-tional Congress on Industrial and Applied Mathematics, Hamburg 1995, Book of Abstracts,p. 316.

[44] B. Jovanovic: Vector additive difference schemes. Sixth International Colloquium on Differ-ential Equations, Plovdiv 1995, Abstracts of Invited Lectures and Short Communications,p. 105.

21

[45] B. Jovanovic: On a class of vector alternating direction methods. Petti makedonski sim-pozium po diferencijalni ravenki, Ohrid, Makedonija 1995, Zbornik apstrakti,3–4.

[46] B. Jovanovic: Interpolation of Banach spaces and its application in numerical analysis.Kurepa’s Symposium, Belgrade 1996, Abstracts, p. 87.

[47] V. Jovanovic, B. Jovanovic: On some function spaces that appear in applied mathematics.XI Conference on Applied Mathematics (PRIM 96), Budva 1996, Abstracts, p. 30.

[48] D. Bojovic, B. Jovanovic: Application of interpolation theory to determination of convergencerate for finite difference schemes for equations of parabolic type. XI Conference on AppliedMathematics (PRIM 96), Budva 1996, Abstracts, 77–78.

[49] I. Sestak, B. Jovanovic: Least–squares method for mixed formulation of linear elasticity prob-lem. XI Conference on Applied Mathematics (PRIM 96), Budva 1996, Abstracts, p. 87.

[50] B. Jovanovic: Some applications of interpolation of function spaces. International MemorialConference “D.S. Mitrinovic”, Nis 1996, Abstracts, 22–23.

[51] B. Jovanovic: Interpolation technique and convergence rate estimates for FDM. First Work-shop on Numerical Analysis and Application, Rousse, Bulgaria 1996, Abstracts, p. 35.

[52] B. Jovanovic: Convergence rate estimates for FDM obtained by an interpolation technique.Conference on Numerical Methods and Computational Mechanics in Science and Engineer-ing, Miskolc, Hungary 1996, Abstracts, p. 35.

[53] B. Jovanovic: Convergence rate estimates for FDM consistent with the smoothness of data.Fifth International Colloquium on Numerical Analysis, Plovdiv 1996, Abstracts of InvitedLectures and Short Communications.

[54] B. Jovanovic: Finite difference method and interpolation technique. Seventh InternationalColloquium on Differential Equations, Plovdiv 1996, Abstracts of Invited Lectures and ShortCommunications, p. 105 (R� Mat 1997: 2G 53).

[55] B. Jovanovic: Finite difference schemes for boundary value problems with weak solutions.International Conference “Generalized Functions – Linear and Nonlinear Problems”, NoviSad 1996, Abstracts, p. 23.

[56] B. Jovanovic, B. Popovic: Some convergence rate estimates for finite difference schemes.Fourth International Symposium on Mathematical Analysis and its Applications, Aran -delo-vac 1997, Abstracts, 72–73.

[57] D. Bojovic, B. Jovanovic: Convergence of finite difference method for the heat equation –interpolation technique. Fourth International Symposium on Mathematical Analysis and itsApplications, Aran -delovac 1997, Abstracts, p. 73.

[58] B. S. Jovanovic, P. P. Matus: On the convergence of difference schemes for parabolic equa-tions with variable coefficients on generalized solutions. First Conference on Finite DifferenceMethods: Theory and Applications, Rousse, Bulgaria 1997, Abstracts, 21–22.

[59] B. S. Jovanovic, V. S. Shcheglik: Difference schemes with time–adaptive grids for problemswith generalized solutions. First Conference on Finite Difference Methods: Theory and Ap-plications, Rousse, Bulgaria 1997, Abstracts, 22-23.

22

[60] I. Sestak, B. Jovanovic: Existence result for displacement field of elastic body with nonmono-tone boundary conditions. XII Conference on Applied Mathematics (PRIM 97), Palic 1997,Abstracts, 37–38.

[61] B. Jovanovic: Remark on finite difference schemes on nonuniform meshes. XII Conferenceon Applied Mathematics (PRIM 97), Palic 1997, Abstracts, p. 65.

[62] B. Jovanovic, B. Popovic: Interpolation of function spaces and the convergence rate estimatesfor the finite difference method. XII Conference on Applied Mathematics (PRIM 97), Palic1997, Abstracts, 65–66.

[63] B. Jovanovic: Interpolation technique and convergence rate estimates for discrete methods.Second European Conference on Numerical Mathematics and Advanced Applications, Hei-delberg, Germany 1997, Abstracts, 194–195.

[64] B. Jovanovic: Finite difference schemes for boundary value problems with generalized solu-tions. XIII Conference on Applied Mathematics (PRIM’98), Igalo 1998, Abstracts, 4–5.

[65] B. Jovanovic: Finite difference schemes for boundary value problems with weak solutions.Short Conference “Topology and Analysis”, Kraljevo – Mataruska Banja 1998, Abstracts,13–14.

[66] B. S. Jovanovic: Finite difference schemes on nonuniform meshes for boundary value prob-lems with generalized solutions. Second International Conference “Finite Difference Methods:Theory and Application”, Minsk 1998, Abstracts, p. 31.

[67] B. S. Jovanovic, B. Z. Popovic, D. Bojovic: Convergence of finite difference method for theparabolic equation – interpolation technique. Second International Conference “Finite Differ-ence Methods: Theory and Application”, Minsk 1998, Abstracts, 31–32.

[68] B. Jovanovic: Finite difference schemes on nonuniform meshes. International Congress ofMathematicians (ICM 98), Berlin 1998.

[69] B. Jovanovic: O nekim metodama za numericko resavanje jednacina. Konferencija u cast 65godina zivota S. B. Presica, Beograd 1998.

[70] B. Jovanovic: Difference schemes for partial differential equations with generalized solutions.Symposium “Contemporary Mathematics”, Belgrade 1998, Abstracts, p. 6.

[71] B. S. Jovanovic, P. P. Matus, V. S. Shchehlik: The estimates of accuracy of difference schemesfor the nonlinear heat equation with generalized solutions. Fourth International Conference“Mathematical Modelling and Analysis”, Vilnius (Lithuania) 1999, Abstracts, p. 43.

[72] B. Jovanovic: Finite difference method for problems with concentrated factors. XIV Confer-ence on Applied Mathematics (PRIM 2000), Subotica – Palic 2000, Abstracts, p. 27.

[73] B. Jovanovic, B. Popovic: Convergence of finite difference method for the third BVP forPoisson’s equation. XIV Conference on Applied Mathematics (PRIM 2000), Subotica – Palic2000, Abstracts, p. 27.

[74] B. S. Jovanovic, L. G. Vulkov: Operator’s approach to the problems with concentrated fac-tors. Second Conference on Numerical Analysis and Applications, Rousse (Bulgaria) 2000,Abstracts, p. 41.

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[75] J.D. Kandilarov, B. S. Jovanovic, L. G. Vulkov: Computational and convergence analysis ofdifference schemes for an elliptic equation with localized nonlinear own source term. SecondConference on Numerical Analysis and Applications, Rousse (Bulgaria) 2000, Abstracts, p.41.

[76] B. Z. Popovic, B. S. Jovanovic: Convergence of finite difference method for the third BVPfor elliptic equation with variable coefficients. Second Conference on Numerical Analysis andApplications, Rousse (Bulgaria) 2000, Abstracts, p. 64.

[77] B. S. Jovanovic, L.G. Vulkov: On the convergence of difference schemes for the equation ofvibrating string with concentrated mass. Third International Conference “Finite–DifferenceSchemes”, Palanga (Lithuania) 2000, Abstracts, p. 26.

[78] B. Jovanovic, V. Shchehlik: The analysis of one difference scheme for the quasilinear parabolicequation. Third International Conference “Finite–Difference Schemes”, Palanga (Lithuania)2000, Abstracts, p. 27.

[79] B. S. Jovanovic: Finite difference schemes for partial differential equations with singular coef-ficients. Second Congress of Mathematicians and Informaticians of Macedonia, Ohrid 2000,Abstracts, p. 37.

[80] B. S. Jovanovic: Difference schemes for partial differential equations with generalized solu-tions and singular coefficients. Konferencija “Noviji rezultati iz matematike”, posvecena 70.godisnjici ro -denja akademika Veselina Perica, Banja Luka 2000.

[81] B. Jovanovic, L. Vulkov: O numerickom resavanju granicnih problema koji sadrze koncen-trisane velicine. 10. kongres matematicara Jugoslavije, Beograd 2001, Rezimea, 78–79.

[82] B. S. Jovanovic, L.G. Vulkov: Finite difference schemes for initial–boundary value problemswith singular coefficients. International Conference “FILOMAT 2001”, Nis 2001, Book ofAbstracts, p. 36.

[83] B. S. Jovanovic, L. G. Vulkov: Energy stability for a class of interface parabolic problems. XVConference on Applied Mathematics (PRIM 2002), Zlatibor 2002, Abstracts, p. 13.

[84] D. Bojovic, B. S. Jovanovic: Fractional order convergence rate estimates of finite differencemethod on non–uniform meshes. International Conference on Constructive Function Theory– Workshop on Multiscale Approximations (Wavelets, Splines, RBF) and Applications toSignal and Image Processing, Varna, Bulgaria 2002, Abstracts, 7–8.

[85] B. S. Jovanovic, L.G. Vulkov: Some types of partial differential equations with interfaces.International Conference on Constructive Function Theory – Workshop on Multiscale Ap-proximations (Wavelets, Splines, RBF) and Applications to Signal and Image Processing,Varna, Bulgaria 2002, Abstracts, p. 22.

[86] D. Salemovic, Z. Sutara, B. Jovanovic: Numerical analysis of mathematical model of dryingprocess of thick layers natural products in striped drying chamber. Fifth World Congress onComputational Mechanics (WCCM V), Vienna, Austria 2002, Abstracts.

[87] B. S. Jovanovic, L. G. Vulkov: Finite difference schemes for the problems with concentratedfactors. International Congress of Mathematicians, Beijing 2002, Abstracts of Short Com-munications and Poster Sessions, 332–333.

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[88] B. S. Jovanovic, M. N. Koleva, L.G. Vulkov: On the rate of convergence of difference schemesfor nonlinear parabolic interface problems. 5th International Conference on Numerical Meth-ods and Applications, Borovets, Bulgaria 2002, Abstracts, p. A–28.

[89] B. S. Jovanovic, L.G. Vulkov: On the rate of convergence of difference schemes for ellipticproblems with dynamical interface and boundary conditions. 5th International Conference onNumerical Methods and Applications, Borovets, Bulgaria 2002, Abstracts, p. A–28.

[90] B. Jovanovic, S. Gegovska–Zajkova: On a class of non–standard spectral problems. Sedmimakedonski simpozium po diferencijalni ravenki, Ohrid, Makedonija, 2002,Zbornik apstrakti, s. 6.

[91] B. Jovanovic, P. P. Matus: Global and asymptotical stability of abstract differential equationsand operator–difference schemes. Sedmi makedonski simpozium po diferencijalniravenki, Ohrid, Makedonija, 2002, Zbornik apstrakti, s. 13.

[92] B. Jovanovic: Global, asymptotical and coefficient stability of abstract differential equationsand operator–difference schemes. Nauqna sesi� RU/SU’2002, Rusenski universitet“Angel K�nqev”, S��z na uqenite – Ruse, Ruse, B�lgari�, 2002.

[93] B. Jovanovic, L. Vulkov: Finite difference schemes for some types of partial differential equa-tions with interfaces. International Conference “Computational Methods In Applied Math-ematics” (CMAM-1), Minsk, Belarus, 2003, Abstracts, p. 29.

[94] B. Jovanovic, L. Vulkov: Finite difference schemes for some types of boundary value problemswith singular coefficients. International Congress MASSEE’2003, Borovets, Bulgaria 2003,Abstracts, p. 18.

[95] S. Gegovska–Zajkova, B. Jovanovic: Two dimensional spectral problems containing Delta dis-tribution or conjugation conditions. International Congress MASSEE’2003, Borovets, Bul-garia 2003, Abstracts, p. 72.

[96] Z. Mijajlovic, B. Jovanovic, F. Maric, M. Maric: Toolbox for analysis of 3D images. In-ternational Congress MASSEE’2003, Minisymposium “Digitization Preservation of CulturalHeritage” (DPCH), Borovets, Bulgaria 2003, Abstracts.

[97] B. Jovanovic, L. Vulkov: Finite difference schemes for some types of boundary value problemswith interfaces. GAMM 2004 – 75th Annual Scientific Conference, Dresden 2004, Book ofAbstracts, p. 273.

[98] B. S. Jovanovic: Coefficient stability of differential equations and finite–difference schemes.XVI Conference on Applied Mathematics (PRIM 2004), Budva 2004, Abstracts, p. 19.

[99] B. S. Jovanovic, L. G. Vulkov: Finite difference approximation of an elliptic interface prob-lem with variable coefficients. Third International Conference on Numerical Analysis andApplications, Rousse (Bulgaria) 2004, Abstracts, p. 21.

[100] D. Bojovic, B. Z. Popovic, B. S. Jovanovic: Strong stability of the second-order operator-differential equations. Third International Conference on Numerical Analysis and Applica-tions, Rousse (Bulgaria) 2004, Late Abstracts.

[101] B. Jovanovic: On some types of stability of differential equations and difference schemes.XI Congress of mathematicians of Serbia and Montenegro, Petrovac na moru 2004, Book ofabstracts, p. 68.

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[102] F. Maric, M. Maric, Z. Mijajlovic, B. Jovanovic: Surface reconstruction from a unorganizedset of points. XI Congress of mathematicians of Serbia and Montenegro, Petrovac na moru2004, Book of Abstracts, p. 86.

[103] B. S. Jovanovic, L.G. Vulkov: Numerical methods for solving some types of boundary valueproblems with interfaces. The First International Conference on Computational Mechanics,Belgrade 2004, Book of Abstracts, p. 41.

[104] B. Jovanovic: On the strong stability of differential equations and difference schemes. GAMM2005 – 76th Annual Scientific Conference, Luxembourg 2005, Abstracts, p. 344.

[105] M. Maric, F. Maric, Z. Mijajlovic, B. Jovanovic: Automatic construction of surface model.ETRAN 2005, Budva 2005, Abstracts.

[106] M. Maric, F. Maric, Z. Mijajlovic, B. Jovanovic: Automatic construction of surface model.3rd Serbian-Hungarian Joint Symposium On Intelligent Systems (SISY 2005), Subotica 2005,Abstracts.

[107] B. S. Jovanovic: Some types of boundary value problems with interfaces. Third Congress ofMathematicians of Macedonia, Struga 2005, Abstracts, pp. 42–43.

[108] B. Jovanovic, L. Vulkov: Difference schemes for a general parabolic problem with interface.GAMM 2006 – 77th Annual Meeting, Berlin 2006, Book of Abstracts, pp. 481-482.

[109] B. Jovanovic, M. Koleva, L. Vulkov: Numerical analysis of blow-up weak solutions to semi-linear hyperbolic equations. Sixth International Conference on Numerical Methods and Ap-plications – NM&A’06, Borovets (Bulgaria) 2006, Abstracts, p. 35.

[110] B. Jovanovic, L. Vulkov: Difference schemes for parabolic problems with interfaces. SixthInternational Conference on Numerical Methods and Applications – NM&A’06, Borovets(Bulgaria) 2006, Abstracts, p. 35.

[111] B. Jovanovic: Some types of stability of operator-differential equations and operator-differenceschemes. Fourth International Conference on “Finite Difference Methods: Theory and Ap-plications”, Lozenetz (Bulgaria) 2006, Abstracts, p. 10.

[112] B. Jovanovic, L. Vulkov: Difference scheme for parabolic problem with interface. FourthInternational Conference on “Finite Difference Methods: Theory and Applications”, Lozenetz(Bulgaria) 2006, Abstracts, p. 34.

[113] B. Jovanovic: Stability of second order operator-differential equations. XVII Conference onApplied Mathematics (PRIM 2006), Kragujevac 2006, Book of abstracts, p. 8.

[114] B. Jovanovic: Finite difference schemes for PDEs with weak solutions and irregular coeffi-cients. International Conference on Numerical and Applied Mathematics (ICNAM–2006),Kragujevac 2006, Book of abstracts, p. 15.

[115] B. S. Jovanovic, S. V. Lemeshevsky, P. P. Matus, P.N. Vabishchevich: Stability of solutionsof differential-operator and operator-difference equations with respect to perturbation of op-erators. International Conference on Numerical and Applied Mathematics (ICNAM–2006),Kragujevac 2006, Book of abstracts, pp. 26-27.

[116] B. Jovanovic: About some kinds of boundary value problems with interfaces. Third inter-national conference “Computational Methods in Applied Mathematics” (CMAM–3), Minsk(Belarus) 2007, Abstracts, pp. 20-21.

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[117] P. Vabishchevich, B. Jovanovic, S. Lemeshevsky, and P. Matus: Strong stability of the solu-tions of differential-operator equations and operator-difference schemes. Third internationalconference “Computational Methods in Applied Mathematics” (CMAM–3), Minsk (Belarus)2007, Abstracts, pp. 24-25.

[118] B. Jovanovic: About some types of stability of operator-differential equations and operator-difference schemes. New Trends in Mathematics and Informatics, Jubilee International Con-ference 60 years of IMI BAS, Sofia (Bulgaria) 2007, Abstracts, p. 139.

[119] B. Jovanovic: Some types of stability estimates for operator-differential equations and oper-ator-difference schemes. International Congress on Industrial and Applied Mathematics(ICIAM 07), Zurich 2007, Abstracts, p. 361.

[120] B. S. Jovanovic, I. M. Jovanovic: Heat equation with concentrated capacity and constant co-efficients. International Conferences on Advances in the Internet, Processing, Systems andInterdisciplinary Research (VIPSI-2008), Amalfi (Italy) / Opatija (Croatia) 2008, Book ofAbstracts, p. 8.

[121] B. S. Jovanovic, L. G. Vulkov: About a parabolic interface problem on disconnected domains.GAMM 2008 – 79th Annual Meeting of the International Association of Applied Mathematicsand Mechanics, Bremen (Germany) 2008, CD of Abstracts.

[122] B. S. Jovanovic: Numerical solution of interface and transmission problems. InternationalConference “Analysis, Topology and Applications” (ATA 2008), Vrnjacka Banja (Serbia)2008, Book of abstracts, p. 26.

[123] B. Jovanovic, D. Salemovic, A. Dedic: Analytical solution of differential equations of thesuspension fluid flow between two coaxial cylinders. Dvadeset prvi me -dunarodni kongres oprocesnoj industriji “PROCESING 2008”, Subotica 2008, Zbornik rezimea radova, p. 75.

[124] B. Jovanovic, J. Kandilarov, L. Vulkov: Increasing of the accuracy in the computation of theconcentrations in diffusion models with localized chemical reactions. 34th International Con-ference “Applications of Mathematics in Engineering and Economics” (AMEE ’08), Sozopol(Bulgaria) 2008, Abstracts.

[125] D. Bojovic, B. Jovanovic: Convergence in W 2,12 norm of FDM for the parabolic problem

with concentrated capacity and time-dependent operator. Fourth International Conference onNumerical Analysis and Applications (NAA ’08), Lozenetz (Bulgaria) 2008, Abstracts, p. 8.

[126] B. S. Jovanovic, I. M. Jovanovic: About a spectral problem containing Dirac distribution.Fourth International Conference on Numerical Analysis and Applications (NAA ’08), Lozen-etz (Bulgaria) 2008, Abstracts, p. 16.

[127] B. Jovanovic, L. Vulkov: Numerical approximation of interface and transmission problems.Fourth International Conference on Numerical Analysis and Applications (NAA ’08), Lozen-etz (Bulgaria) 2008, Abstracts, p. 16.

[128] B. Jovanovic: Numerical solution of a parabolic transmission problem. 5th European Cong-ress of Mathematics, Amsterdam 2008, Programme and Abstracts, p. 91.

[129] B. Jovanovic: Numerical solution of a hyperbolic transmission problem. International Con-ference “Approximation & Computation” (APPCOM 2008), Nis (Serbia) 2008, Book ofAbstracts, p. 23.

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[130] B. Jovanovic: About a parabolic transmission problem. 12th Serbian Mathematical Congress,Novi Sad (Serbia) 2008, Book of Abstracts, p. 29.

[131] B. Jovanovic: Interface and transmission problems: some properties and numerical approx-imation. Fourth Congress of the Mathematicians of Republic of Macedonia, Struga 2008,Abstracts, http://smmk.pmf.ukim.edu.mk/abstracts B.htm.

[132] B. Jovanovi�: O klasi dvodimenzionih nelokalnih transmisionih paraboliqkihproblema. Nauqni skup “Interdisciplinarnost i jedinstvo savremene nauke”,Filozofski fakultet, Pale 2009, Program, s. 26.

[133] B. Jovanovic: A class of nonlocal transmission parabolic problems. XVIII Conference onApplied Mathematics (PRIM 2009), Subotica (Serbia) 2009, Book of Abstracts, p. 8.

[134] Z. Milovanovic, B. Jovanovic: About some spectral problems containing Dirac distribution.XVIII Conference on Applied Mathematics (PRIM 2009), Subotica (Serbia) 2009, Book ofAbstracts, p. 9.

[135] I. Sestak, B. Jovanovic: Approximation of unsteady heat equation in the form of hemivaria-tional inequality. Second International Congress of Serbian Society of Mechanics (IConSSM2009), Palic (Subotica) 2009, Program, p. 33.

[136] I. Sestak, B. Jovanovic: Approximation of unsteady heat equation in the form of hemivaria-tional inequality. 35th International Conference “Applications of Mathematics in Engineeringand Economics” (AMEE 09), Sozopol (Bulgaria) 2009, Program, p. 12.

[137] B. Jovanovic, L. Vulkov: Numerical solution of a nonlocal hyperbolic transmission problem.MASSEE International Congress on Mathematics (MICOM 2009), Ohrid (Macedonia) 2009,Book of Abstracts, p. 52.

[138] B. Jovanovic, M. Koleva, L. Vulkov: Theoretical and numerical analysis of two-grid algo-rithms for elliptic problems on disjoint domains. MASSEE International Congress on Math-ematics (MICOM 2009), Ohrid (Macedonia) 2009, Book of Abstracts, p. 52.

[139] B. Jovanovic, L. Vulkov: Finite difference scheme for a two-dimensional hyperbolic trans-mission problem. GAMM 2010 – 81th Annual Meeting of the International Association ofApplied Mathematics and Mechanics, Karlsruhe (Germany) 2010, Abstracts.

[140] B. Jovanovic: Finite difference scheme for a two-dimensional parabolic-hyperbolic transmis-sion problem. Applied Linear Algebra, Novi Sad 2010, Abstracts, p. 81.

[141] B. Jovanovic, L. Vulkov: Interface and transmission problems: some properties and numer-ical approximation. Fourth international conference “Computational Methods in AppliedMathematics” (CMAM–4), Bedlewo (Poland) 2010, Abstracts, p. 26.

[142] B. Jovanovic, L. Vulkov: A class of nonlocal transmission problems. Fifth international con-ference on “Finite Difference Methods: Theory and Applications” (FDM ’10), Lozenetz (Bul-garia) 2010, Abstracts, p. 10.

[143] B. Jovanovi�: Graniqni problemi za parcijalne diferencijalne jednaqine razlom-ljenog reda i njihovo numeriqko rexavanje. Tre�i simpozijum “Matematika i prime-ne”, Beograd 2012, Program, s. 2.

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[144] B. Jovanovic, L. Vulkov, A. Delic: Boundary value problems for fractional PDE and theirnumerical approximation. Fifth International Conference on Numerical Analysis and Appli-cations (NAA ’12), Lozenetz (Bulgaria) 2012, Abstracts, p. 22.

[145] B. Jovanovic: About some boundary value problems for fractional PDE and their numericalsolution. GAMM 2013 – 84th Annual Scientific Conference, Novi Sad (Serbia) 2013, Bookof Abstracts, p. 454.

[146] B. Jovanovic: Some boundary value problems for fractional in time diffusion-wave equationand their numerical solution. 13th Serbian Mathematical Congress, Vrnjacka Banja (Serbia)2014, Book of Abstracts, p. 29.

[147] B. Jovanovic: Boundary value problems for fractional in time diffusion-wave equation. Theo-retical and numerical aspects. Sixth international conference on “Finite Difference Methods:Theory and Applications” (FDM ’14), Lozenetz (Bulgaria) 2014, Abstracts, p. 19.

[148] A. Delic, B. S. Jovanovic: Finite difference approximation of an interface problem for thetime-fractional PDE. Sixth International Conference on Numerical Analysis and Applications(NAA ’16), Lozenetz (Bulgaria) 2016, Abstracts.

[149] S. Hodzic, B. S. Jovanovic: ADI schemes for 2D subdiffusion equation. Sixth InternationalConference on Numerical Analysis and Applications (NAA ’16), Lozenetz (Bulgaria) 2016,Abstracts.

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F) Javna naucna predavanja

F1. Pregledna predavanja, predavanja po pozivu

[1] Konvergencija metode konacnih razlika za parcijalne diferencijalne jednacine. Matematickiinstitut, Odeljenje za matematiku, Beograd 1985.

[2] Neki noviji rezultati o konvergenciji diskretnih metoda. Univerzitet u Banjaluci, Banjaluka1987.

[3] Pregled novijih rezultata numerickog resavanja diferencijalnih jednacina. Matematicki insti-tut, Odeljenja za matematiku i mehaniku, Beograd 1989.

[4] Mul~tiplikatory v prostranstvah Soboleva i toqnye ocenki skorosti shodimos-ti raznostnyh shem. Fakul~tet vyqislitel~no� matematiki i kibernetiki MGU,Moskva 1992.

[5] Interpolacija funkcionalnih prostora i ocene brzine konvergencije numerickih metoda za resa-vanje granicnih problema. Prirodno–matematicki fakultet, Novi Sad 1993.

[6] Neke primene teorije funkcionalnih prostora. Matematicki fakultet, Beograd 1993.

[7] Primenjena matematika u univerzitetskoj nastavi. Savetovanje o nastavi matematike na uni-verzitetima, Matematicki fakultet, Beograd 1994.

[8] Interpolation technique and convergence rate estimates for discrete methods. Univerzitet “Sv.Kiril i Metodij”, Prirodno–matematicki fakultet, Skopje 1997.

[9] Finite difference schemes for initial-boundary value problems with singular coefficients. Sem-inario de Matematica Aplicada, Facultad de ciencias, Universidad de Zaragoza, Zaragoza,Spain, 2004.

[10] Neki tipovi granicnih problema s interfejsima i numericke metode njihovog resavanja. Pri-rodno–matematicki fakultet, Kragujevac 2005.

F2. Naucna saopstenja

[1] Fakultet za numericku matematiku i kibernetiku Moskovskog drzavnog univerziteta: nekolikosaopstenja na naucnim seminarima (1972–1973).

[2] Matematicko–fizicki fakultet Univerziteta u Pragu: tri predavanja na Katedri za numerickumatematiku (1978 i 1987).

[3] Veci broj saopstenja u okviru Naucne sekcije Drustva matematicara, Odeljenja za matema-tiku i Seminara iz primenjene matematike Matematickog instituta, Seminara iz diferencijal-nih jednacina i Seminara iz numericke matematike Matematickog fakulteta itd.

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II. Strucni radovi

G) Radovi objavljeni u strucnim casopisima

[1] B. S. Jovanovic: O gresci kvadraturnih formula. Matematika 1 (1980), 35–41.

[2] B. S. Jovanovic: O korektnosti numerickog diferenciranja. Matematika 4 (1980), 14–16.

[3] B. S. Jovanovic: Uticaj perturbacija koeficijenata na resenje sistema linearnih jednacina.Matematika 1 (1981), 58–61.

[4] B. S. Jovanovic: Metoda regularizacije za resavanje lose uslovljenih sistema linearnih jedna-cina. Matematika 2 (1981), 46–51 (MR 1990 d: 65064).

H) Knjige

[1] B. Jovanovic, -D. Dugosija, J. Vukmirovic: Zadaci iz elementarne matematike. FON, Beograd1972, str. 126.

[2] B. S. Jovanovic: Numericka analiza. PMF, Beograd 1984, str. 252.

[3] B. S. Jovanovic: Numericke metode resavanja parcijalnih diferencijalnih jednacina. Savre-mena racunska tehnika i njena primena, knj. 8, Mat. Institut, Beograd 1989, str. 130 (MR1991 h: 65153, R� Mat 1990: 4G 121).

[4] D. Banjevic, . . . , B. Jovanovic i dr.: Skolska enciklopedija. Matematika, fizika, astronomija,racunarstvo. Prosveta, Beograd 1992, str. 684.

[5] B. Jovanovic, D. Radunovic: Numericka analiza. Naucna knjiga, Beograd 1993, str. 6 + 211;II izdanje, Matematicki fakultet, Beograd 2003, str. 6 + 236.

[6] B. S. Jovanovic: Finite Difference Method for Boundary Value Problems with Weak Solutions.Posebna izdanja Mat. Instituta, knj. 16, Mat. Institut, Beograd 1993, str. 91 (MR 1995 e:65094, Zbl 1995# 801: 65101).

[7] B. S. Jovanovic: Parcijalne jednacine. BS Procesor – Matematicki fakultet, Beograd 1993,str. 8 + 111; II izdanje, Matematicki fakultet, Beograd 1999, str. 6 + 113.

[8] B.S. Jovanovi�: Parcijalne i integralne jednaqine. Zavod za ubenike, Beograd2010, str. 6 + 162.

[9] B. S. Jovanovic, E. Suli: Analysis of Finite Difference Schemes, Springer Series in Compu-tational Mathematics, Vol. 46, Springer, 2013.

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I) Urednik publikacija

[1] B. S. Jovanovic (ed.): VI Conference on Applied Mathematics. Proc. conf. held on Tara 1988,University of Belgrade 1989, p. 260 (MR 1990 d: 00037, Zbl 1989# 666: 00014).

[2] M. Dryja, O. Iliev, B. Jovanovic, V. Makarov (eds.): Computational Methods in AppliedMathematics, V. 3, No 1 (2003), Special issue in honor of Raytcho Lazarov (MR1993595).

[3] B. Jovanovic, R. Lazarov, V. Makarov (eds.): Computational Methods in Applied Mathe-matics, V. 8, No 4 (2008), Special issue dedicated to Professor I. Gavrilyuk on the occasionof his 60 th birthday.

[4] B. S. Jovanovic (ed.): Publ. Inst. Math. 91 (105) (2012), Special issue dedicated to Academi-cian Anton Bilimovic.

J) Ostalo

[1] M. Drazic, L. Ivanovic, B. Jovanovic, D. Radunovic, D. Tosic, E. Sili: Primena metodaoptimizacije u raketnom pogonu. Elaborat, VTI, Beograd 1985.

[2] B. Jovanovic: Numericke metode resavanja diferencijalnih jednacina. U knj.: Rezultati nauc-nih istrazivanja iz oblasti matematike i mehanike u periodu 1991–1995. god., Knj. 4, Mini-starstvo za nauku i tehnologiju Republike Srbije, Beograd 1996, 75–80.

[3] B. Jovanovic, J. Petkovic: Dimitrije Nesic. In: Spomenica 125 godina Matematickog fakul-teta, Beograd 1998, 253–257.

[4] M. Dryja, O. Iliev, B. Jovanovich, P. Hemker, V. Makarov, S. Margenov, P. Matus, P.Vabishchevich: Raytcho Lazarov – 60. Comput. Methods Appl. Math. 3, No 1 (2003), 3–5(MR2002252).

[5] R. Chapko, I. Gavriljuk, B. Jovanovich, M. Hermann, R. Lazarov, I. Lukovsky, P. Matus,A. Timokha, and P. Vabishchevich: Professor V. L. Makarov – 65. Comput. Methods Appl.Math. 6, No 4 (2006), 347-348.

[6] R. Chapko, M. Hermann, B. Jovanovich, V. Khlobystov, M. Kutniv, R. Lazarov, I. Lukovskyj,V. Makarov, P. Matus, A. Timokha, V. Trotsenko, and V. Vasylyk: Ivan Gavrilyuk – 60.Comput. Methods Appl. Math. 8, No 4 (2008), 311-314 (MR2604747).

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K) Priznanja, prigodni clanci

[1] Computational Methods in Applied Mathematics 6, No 3 (2006), Special issue Dedicated toProfessor Bosko Jovanovic on the occasion of his 60th birthday.

[2] V. Jovanovic, P. Matus, E. Suli, P. Vabishchevich, L. Vulkov: Bosko Jovanovic – 60. Comput.Methods Appl. Math. 6, No 3 (2006), 235–238 (MR2280925).

[3] International Conference on Numerical and Applied Mathematics (ICNAM–2006), Dedicatedto Professor Bosko Jovanovic on the occasion of his 60th birthday, Kragujevac, September27-30, 2006.

[4] S. Presic: Work and life of professor Bosko Jovanovic. Krag. J. Math. 30 (2007), 9–12(MR2343356).

[5] M.V. Celic: Zapis o profesoru Bosku Jovanovicu. MAT-KOL (Banja Luka), Vol. 19, No 2(2013), 35–38.

[6] D.A. Romano: Profesor Bosko Jovanovic – 65 godina zivota i 40 godina rada. MAT-KOL(Banja Luka, Vol. 19, No 2 (2013), 39–51.

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Mentorstvo

Doktorske disertacije

1. Desanka Radunovic, 26.06.1984.2. Endre Sili, 12.03.1985.3. Momir Celic, 07.03.1986.4. Milan Drazic, 12.04.1996.5. Branislav Popovic, 15.09.1999, PMF Kragujevac6. Dejan Bojovic, 25.01.2000, PMF Kragujevac7. Sonja Gegovska–Zajkova, 16.02.2004, PMF Skopje, Republika Makedonija8. Slobodanka Boljanovic, 24.10.2012.9. Zorica Milovanovic, 08.06.2015.

10. Milan Dotlic, 09.06.2015.11. Sandra Hodzic, 17.03.2016.12. Aleksandra Delic, 18.03.2016.

Magistarski radovi

1. Endre Sili, april 1980.2. Mila Maric–Dedijer, maj 1980.3. Momir Celic, maj 1982.4. Milan Drazic, mart 1983.5. Jadranka Micic–Hot, 25.09.1984.6. Branislav Popovic, 04.03.1988.7. Ljubica Lalovic, 15.01.1993.8. Gordana Zivanovic, septembar 1994.9. Vladimir Jovanovic, 17.11.1995.

10. Dejan Bojovic, 17.06.1996, PMF Kragujevac11. Zoran Stanic, 31.01.2004.

Diplomski (master) radovi

1. Irena Jovanovic, 01.11.2007.2. Zorica Milovanovic, 08.02.2008.3. Ljubica Matic, 31.05.2010.4. Lucija Pajic, 09.09.2010.

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5. Sandra Hodzic, 01.07.2011.6. Aleksandra Delic, 07.10.2011.7. Milica Buturovic, 18.11.2011.8. Vanja Nikolic, 25.04.2012.9. Jelena Tomanovic, 28.09.2012.

10. Sr -dan Budimir, 30.09.2013.11. Milica Jovalekic, 03.10.2014.12. Petar Cukanovic, 06.10.2014.

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