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the legacy of vladimir andreevich steklov nikolay kuznetsov, tadeusz kulczycki, mateusz kwas´nicki, alexander nazarov, sergey poborchi, iosif polterovich and bartłomiej…
the legacy of vladimir andreevich steklov nikolay kuznetsov, tadeusz kulczycki, mateusz kwaśnicki, alexander nazarov, sergey poborchi, iosif polterovich and bartłomiej…
modern aspects of classical branching processes vladimir vatutin (steklov mathematical institute, moscow) rurk dynasty (8??-1598) viking rurk ... ivan iv (the terrible) ivan…
synthese library studies in epistemology logic methodology and philosophy of science 387 vladimir markin dmitry zaitsev editors the logical legacy of nikolai vasiliev and…
the additive energy and the eigenvaluesi. d. shkredov steklov mathematical institute introduction new age operators let g be an abelian group, and a ⊆ g be a finite
alexandre girouard from steklov to neumann via homogenization neumann concentration of density steklov homogenization tt dynamical β→∞ jj �� applications to isoperimetric…
vladimir n. temlyakov department of mathematics, university of south carolina, columbia, sc 29208 1 education 1976 m.s. moscow institute of physics and technology 1978 ph.d.…
acta appl math (2013) 123:261–284 doi 10.1007/s10440-012-9765-4 homogenization of steklov spectral problems with indefinite density function in perforated domains hermann…
irina arefeva steklov mathematical institute, ras string field theory: from high energy physics to cosmology quantization classical mechanics classical field quantum mechanics…
satisfactionclasswuhan, december 1st, 2020 σ1-formulas in arithmetic consider the standard model of first-order arithmetic pn,, 0, 1,`,ˆq, we will denote it simply
alexandre girouard and iosif polterovich abstract. the steklov problem is an eigenvalue problem with the spectral parameter in the boundary conditions, which has various
the biharmonic steklov boundary value problem: positivity preserving and eigenvalues filippo gazzola - politecnico di milano (italy) minicourse in mathematical analysis padova,…
michael levitin leonid parnovski iosif polterovich david a. sher abstract in the present paper we develop an approach to obtain sharp spectral asymptotics for steklov type
steklov eigenproblems and the representation of solutions of elliptic boundary value problems giles auchmuty* department of mathematics university of houston houston texas…
inverse steklov spectral problem for curvilinear polygons stanislav krymski michael levitin leonid parnovski iosif polterovich david a. sher april 8, 2020 abstract this paper…
s v kozyrev steklov mathematical institute p-adic numbers and complex systems september 7–12 2015 belgrade international conference p-adics2015 hierarchical approximations…
sloshing, steklov and corners: asymptotics of sloshing eigenvalues michael levitin leonid parnovski iosif polterovich david a. sher abstract in the present paper we develop…
russia ii (chapter 2: 109-122 political framework soviet legacy revolution (1905-1917) bolsheviks versus mensheviks v.i. lenin (vladimir ilyich ulyanov) capital: petrograd…
black holes and wormholes production at the lhc i.ya.aref’eva steklov mathematical institute, moscow bh/wh production in trans-planckian collisions black holes. bh in gr…
topological semantics of polymodal provability logic lev beklemishev steklov mathematical institute moscow in memoriam leo esakia tacl marseille july 26–30 2011 lindenbaum…