A. Zalesskii

发表

Reducibility modulo p of complex representations of finite groups of lie type: Asymptotical result and small characteristic cases

P. Tiep, A. Zalesskii, 2002 .

Invariant ideals of abelian group algebras and representations of groups of Lie type

D. Passman, A. Zalesskii, 2001 .

On simple periodic linear groups— Dense subgroups, permutation representations, and induced modules

B. Hartley, A. Zalesskii, 1993 .

A. Zalesskii, 1981 .

Hall–Higman‐type theorems for semisimple elements of finite classical groups

P. Tiep, A. Zalesskiĭ, A. Zalesskii, 2008, 0810.0855.

Irreducible representations of finite exceptional groups of lie type containing matrices with simple spectra

I. D. Suprunenko, I. Suprunenko, A. Zalesskiĭ, 2000 .

Minimal Polynomials and Eigenvalues of p‐Elements in Representations of Quasi‐Simple Groups with a Cyclic Sylow p‐Subgroup

A. Zalesskiĭ, A. Zalesskii, 1999 .

LINEAR GROUPS GENERATED BY TRANSVECTIONS

A E Zalesskiĭ, V N Serežkin, A. Zalesskiĭ, 1976 .

A ug 2 02 1 Representations of dimensions ( p n ± 1 ) / 2 of the symplectic group of degree 2 n over a field of characteristic p ∗

I. D. Suprunenko, A. Zalesskiĭ, A. Zalesskii, 2021 .

Unipotent elements of finite groups of Lie type and realization fields of their complex representations

P. Tiep, A. Zalesskiĭ, A. Zalesskii, 2004 .

Some aspects of finite linear groups: A survey

P. Tiep, A. Zalesskiĭ, A. Zalesskii, 2000 .

Mod p Reducibility of Unramified Representations of Finite Groups of Lie Type

P. Tiep, A. Zalesskiĭ, A. Zalesskii, 2002 .

Prime power degree representations of quasi-simple groups

A. Zalesskiĭ, G. Malle, A. Zalesskii, 2001 .

Some Characterizations of the Weil Representations of the Symplectic and Unitary Groups

P. Tiep, A. Zalesskii, 1997 .

Permutation representations and a fragment of the decomposition matrix of symplectic and special linear groups over a finite field

I. D. Suprunenko, A. Zalesskiĭ, A. Zalesskii, 1990 .

Minimal characters of the finite classical groups

P. Tiep, A. Zalesskii, 1996 .