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20172024
most citedA characterization of abelian group codes in terms of their parameters

1 citations · 1 across the 4 of their papers we have counts for

collaborators

7 papers

math.RT2024

Weight conjectures for Parker--Semeraro fusion systems

Radha Kessar, Jason Semeraro, Patrick Serwene +1

We prove that the Parker--Semeraro systems satisfy six of the nine Kessar--Linckelmann--Lynd--Semeraro weight conjectures for saturated fusion systems. As a by-product we obtain th…

math.RT2022

Recognition of Brauer indecomposability for a Scott module

Shigeo Koshitani, İpek Tuvay

We give a handy way to have a situation that the -Scott module with vertex remains indecomposable under taking the Brauer construction for any subgroup of as $k[Q\,…

cs.IT2022

Involutory permutation automorphisms of binary linear codes

Fatma Altunbulak Aksu, Roghayeh Hafezieh, İpek Tuvay

We investigate the properties of binary linear codes of even length whose permutation automorphism group is a cyclic group generated by an involution. Up to dimension or co-dimensi…

math.GR2022★ 1 cited

A characterization of abelian group codes in terms of their parameters

Fatma Altunbulak Aksu, İpek Tuvay

In 1979, Miller proved that for a group of odd order, two minimal group codes in are -equivalent if and only they have identical weight distribution. In 2014…

math.RT2019

The Brauer indecomposability of Scott modules with semidihedral vertex

Shigeo Koshitani, İpek Tuvay

We present a sufficient condition for the -Scott module with vertex to remain indecomposable under the Brauer construction for any subgroup of as -mod…

math.GR2019

On the number of non-G-equivalent minimal abelian codes

Fatma Altunbulak Aksu, İpek Tuvay

Let be a finite abelian group. Ferraz, Guerreiro and Polcino Milies prove that the number of -equivalence classes of minimal abelian codes is equal to the number of -isom…