Prati
Mirko Primc
Mirko Primc
Department of Mathematics, Faculty of Science, University of Zagreb, Croatia
Potvrđena adresa e-pošte na math.hr - Početna stranica
Naslov
Citirano
Citirano
Godina
Structure of the Standard Modules for the Affine Lie Algebra
J Lepowsky, M Primc
American Mathematical Soc., 1985
2481985
Annihilating Fields of Standard Modules of and Combinatorial Identities
A Meurman, M Primc
American Mathematical Soc., 1999
1331999
Annihilating ideals of standard modules of sl (2, C)~ and combinatorial identities
A Meurman, M Primc
Advances in Mathematics 64 (3), 177-240, 1987
1071987
Vertex algebras generated by Lie algebras
M Primc
Journal of pure and applied algebra 135 (3), 253-293, 1999
891999
Vertex operator construction of standard modules for An (1)
M Primc
Pacific Journal of Mathematics 162 (1), 143-187, 1994
711994
Standard modules for type one affine Lie algebras
J Lepowsky, M Primc
Number Theory: A Seminar held at the Graduate School and University Center …, 2006
692006
Basic representations for classical affine Lie algebras
M Primc
Journal of Algebra 228 (1), 1-50, 2000
502000
Vertex operator algebras and representations of affine Lie algebras
A Meurman, M Primc
Acta Applicandae Mathematica 44, 207-215, 1996
311996
A BASIS OF THE BASIC -MODULE
A Meurman, M Primc
Communications in contemporary mathematics 3 (04), 593-614, 2001
252001
Combinatorial bases of basic modules for affine Lie algebras C n (1)
M Primc, T Šikić
Journal of mathematical physics 57 (9), 2016
202016
Quasi-particle fermionic formulas for (k, 3)-admissible configurations
M Jerković, M Primc
Central European Journal of Mathematics 10, 703-721, 2012
202012
Some crystal Roger-Ramanujan type identities
M Primc
Glasnik matematički 34 (1), 73-86, 1999
171999
Contemporary Mathematics, vol. 46
J Lepowsky, M Primc
AMS, Providence, 1985
161985
(k, r)-admissible configurations and intertwining operators
M Primc
arXiv preprint math/0512491, 2005
152005
Structure of the Standard Modules for the Affine Lie Algebra A1(1) in the Homogeneous Picture
J Lepowsky, M Primc
Vertex Operators in Mathematics and Physics: Proceedings of a Conference …, 1985
131985
Bases of Feigin–Stoyanovsky’s type subspaces for
I Baranović, M Primc, G Trupčević
The Ramanujan Journal 45, 265-289, 2018
122018
New partition identities from -modules
S Capparelli, A Meurman, A Primc, M Primc
Glasnik matematički 57 (2), 161-184, 2022
112022
Leading terms of relations for standard modules of the affine Lie algebras
M Primc, T Šikić
The Ramanujan Journal 48, 509-543, 2019
112019
Combinatorial bases of modules for affine Lie algebra B 2 (1)
M Primc
Central European Journal of Mathematics 11, 197-225, 2013
102013
Parafermionic bases of standard modules for affine Lie algebras
M Butorac, S Kožić, M Primc
Mathematische Zeitschrift 298, 1003-1032, 2021
82021
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