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quasi-lie algebras and quasi-deformations algebraic structures associated with twisted derivations daniel larsson faculty of engineering centre for mathematical sciences…
deformations of algebras in noncommutative algebraic geometry travis schedler abstract these are expanded lecture notes for the author’s minicourse at msri in june 2012…
lie algebras : classification deformations and rigidity michel goze elisabeth remm université de haute alsace mulhouse france mgoze@uhafr elisabethremm@uhafr in the first…
ar x iv :m at h 06 11 79 3v 1 m at h. r a 2 6 n ov 2 00 6 lie algebras : classification, deformations and rigidity michel goze, université de haute alsace, mulhouse france.…
integrals in quasi-hopf algebras97 1.51. the distinguished invertible object. let c be a finite tensor category with classes of simple objects labeled by a set i. since duals
color lie rings and pbw deformations of skew group algebras s fryer t kanstrup e kirkman av shepler and s witherspoon abstract we investigate color lie rings over finite…
small deformations of topological algebras mati abel and krzysztof jarosz abstract we investigate stability of various classes of topological algebras and individual algebras…
by r. m. thrall introduction. let 21 be an algebra over a field f. 31 is called quasi- frobenius (qf) if it has a unit element and if every primitive right ideal is dual
j h e p 0 3 2 0 1 5 1 5 2 published for sissa by springer received: january 9 2015 accepted: march 2 2015 published: march 27 2015 quasi-integrable deformations of the bullough-dodd…
yoneda algebras of quasi-hereditary algebras and simple-minded systems of triangulated categories a thesis presented for the degree doctor of philosophy in mathematics at…
quasi-exactly solvable models in quantum mechanics and lie algebras s. n. dolya b. verkin institute for low temperature physics and engineering of the national academy of…
ar x iv :1 30 5 23 15 v2 m at h r t 3 0 a pr 2 01 4 quasi-hereditary algebras exact borel subalgebras a∞-categories and boxes steffen koenig julian külshammer and sergiy…
deformations and cohomologies of relative rota-baxter lie algebras rong tang joint work with c. bai, l. guo, a. lazarev and y. sheng department of mathematics, jilin university,…
lie algebras : classification, deformations and rigidity michel goze, elisabeth remm. université de haute alsace, mulhouse france. [email protected] , [email protected]…
journal of algebra 320 2008 4102–4131 contents lists available at sciencedirect journal of algebra www.elsevier.comlocatejalgebra infinitesimal deformations of restricted…
nuclear nuclearphysicsb401 1993455—478 p h v s i c s b north-holland ________________ quasiquantumgroupcovariantq-oscillators* volker schomerus1 ii institutfür theoretischephysik…
j. math. phys. 61, 082901 2020 https:doi.org10.10631.5145218 61, 082901 © 2020 authors. deformation of lie–poisson algebras and chirality cite as: j. math. phys. 61, 082901…
� 97 1.51. the distinguished invertible object. let c be a finite tensor category with classes of simple objects labeled by a set i. since duals to projective objects are…
ar x iv :m at h 98 10 05 5v 5 m at h. q a 1 0 n ov 2 00 8 the q–characters of representations of quantum affine algebras and deformations of w–algebras edward frenkel∗…
journal of algebra 295 2006 314–361 wwwelseviercomlocatejalgebra deformations of lie algebras using σ -derivations ✩ jonas t hartwig a daniel larsson b sergei d silvestrov…