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20132026
most citedOn homomorphisms into Weyl modules corresponding to partitions with two parts

8 citations · 36 across the 21 of their papers we have counts for

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10 papers · 1 filter

math.RT2025

Tableaux and orbit harmonics quotients for finite transformation monoids

Mihalis Maliakas, Dimitra-Dionysia Stergiopoulou

We extend Grood's tableau construction of irreducible representations of the rook monoid and Steinberg's analogous result for the full transformation monoid. Our approach is charac…

math.RT2024

On the free LAnKe on generators: a theorem of Friedmann, Hanlon, Stanley and Wachs

Mihalis Maliakas, Dimitra-Dionysia Stergiopoulou

A LAnKe (also known as a Filippov algebra or a Lie algebra of the -th kind) is a vector space equipped with a skew-symmetric -linear form that satisfies the generalized Jacob…

math.RT2023★ 1 cited

Presentations of Schur and Specht modules in characteristic zero

Mihalis Maliakas, Maria Metzaki, Dimitra-Dionysia Stergiopoulou

New presentations of Specht modules of symmetric groups over fields of characteristic zero have been obtained by Brauner, Friedmann, Hanlon, Stanley and Wachs. These involve genera…

math.RT2023★ 1 cited

On stability and nonvanishing of homomorphism spaces between Weyl modules

Charalambos Evangelou, Mihalis Maliakas, Dimitra-Dionysia Stergiopoulou

Consider the general linear group defined over an infinite field of positive characteristic . We denote by the Weyl module of which corresponds to a…

math.RT2022★ 1 cited

A periodicity theorem for extensions of Weyl modules

Mihalis Maliakas, Dimitra-Dionysia Stergiopoulou

In this paper we study periodicity phenomena for modular extensions between Weyl modules and between Weyl and simple modules of the general linear group that are associated to addi…

math.RT2021★ 8 cited

On homomorphisms into Weyl modules corresponding to partitions with two parts

Mihalis Maliakas, Dimitra-Dionysia Stergiopoulou

Let be an infinite field of characteristic and let be partitions, where has two parts. We find sufficient arithmetic conditions on for the existence…

math.RT2021★ 1 cited

Relating homomorphism spaces between Specht modules of different degrees

Mihalis Maliakas, Dimitra-Dionysia Stergiopoulou

Let be an infinite field of characteristic and let be partitions of , where and . By we denote the Specht module corresp…

math.RT2020

Integral between hook Weyl modules

Dimitra-Dionysia Stergiopoulou

This paper concerns representations of the integral general linear group. The extension groups between any pair of hook Weyl modules are determined via a detailed study of…

math.RT2020★ 6 cited

On homomorphisms involving a hook Weyl module

Mihalis Maliakas, Dimitra-Dionysia Stergiopoulou

Let be an infinite field of positive characteristic. We determine all homomorphisms between Weyl modules for , where one of the partitions is a hook. As a consequence w…

math.RT2020★ 4 cited

On extensions of hook Weyl modules

Mihalis Maliakas, Dimitra-Dionysia Stergiopoulou

We determine the integral extension groups and , where are the Weyl modules of the general linear group correspondi…