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20132022
most citedSeparating invariants for arbitrary linear actions of the additive group

1 citations · 1 across the 2 of their papers we have counts for

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math.AC2018

On the depth of quotients of modular invariant rings by transfer ideals

Jonathan Elmer, Müfit Sezer

Let be a finite group, and a finite dimensional vector space over a field of characteristic dividing the order of . Let . The transfer map $k[V]^H \rightar…

math.AC2018

Generic initial ideals of modular polynomial invariants

Bekir Danış, Müfit Sezer

We study the generic initial ideals (gin) of certain ideals that arise in modular invariant theory. For all cases an explicit generating set is known we calculate the generic initi…