activity
20232026
most citedNilpotent symplectic alternating algebras I

9 citations · 17 across the 7 of their papers we have counts for

collaborators

7 papers

math.GR2026

On the Classification of Perfect Prishchepov Groups

Layla Sorkatti, Ihechukwu Chinyere

The Prishchepov groups form a broad class of cyclically presented groups. We verify a conjectural characterisation of the perfect groups in this family. We first pro…

math.RA2024★ 3 cited

Nilpotent symplectic alternating algebras III

Layla Sorkatti, Gunnar Traustason

In this paper we finish our classification of nilpotent symplectic alternating algebras of dimension 10 over any field F.

math.RA2024★ 1 cited

Nilpotent Symplectic Alternating Algebras

Layla Hamad Elnil Mugbil Sorkatti

We develop a structure theory for nilpotent symplectic alternating algebras. We then give a classification of all nilpotent symplectic alternating algebras of dimension up to 10 ov…

math.RA2024★ 9 cited

Nilpotent symplectic alternating algebras I

Layla Sorkatti, Gunnar Traustason

We develop a structure theory for nilpotent symplectic alternating algebras.

math.RA2024★ 3 cited

Nilpotent symplectic alternating algebras II

Layla Sorkatti, Gunnar Traustason

In this paper and its sequel we continue our study of nilpotent symplectic alternating algebras. In particular we give a full classification of such algebras of dimension over…

math.RA2023★ 1 cited

On minimal symplectic alternating algebras

Layla Sorkatti, Özlem Uğurlu, Manisha Varahagiri

The structure of nilpotent symplectic algebras of maximal class has been studied in [8, 5]. In this paper, we study the dual subclass of algebras of minimal class. In particular, w…

math.CT2023

Additive Invariants of Open Petri Nets

Benjamin Merlin Bumpus, Sophie Libkind, Jordy Lopez Garcia +2

We classify all additive invariants of open Petri nets: these are -valued invariants which are additive with respect to sequential and parallel composition of open Petr…