F. Marko

activity

20092020

most citedIrreducibility of induced modules for general linear supergroups

5 citations · 5 across the 11 of their papers we have counts for

collaborators

Showing 2016 · math.RTShow all

4 papers · 2 filters

math.RT2016

Combinatorial aspects of the linkage principle for general linear supergroups

Frantisek Marko

Let $G = G L (m ∣ n)$ be a general linear supergroup and $G_{e v}$ be its even subsupergroup isomorphic to $G L (m) \times G L (n)$ . In this paper we use the explicit description of $G_{e v}$ -p…

math.RT2016

Minimal degrees of invariants of (super)groups - a connection to cryptology

Frantisek Marko, Alexandr N. Zubkov

We investigate questions related to the minimal degree of invariants of finitely generated diagonalizable groups. These questions were raised in connection to security of a public…

math.RT2016

Linkage principle for ortho-symplectic supergroups

Frantisek Marko, Alexandr N. Zubkov

The purpose of the paper is to derive linkage principle for modular representations of ortho-symplectic supergroups. We follow the approach of Doty and investigate in detail the re…

math.RT2016

Even-primitive vectors in induced supermodules for general linear supergroups and in costandard supermodules for Schur superalgebras

Frantisek Marko

Let $G = G L (m ∣ n)$ be the general linear supergroup over an algebraically closed field $K$ of characteristic zero and let $G_{e v} = G L (m) \times G L (n)$ be its even subsupergroup. The ind…