activity
20232026
most citedNilpotent symplectic alternating algebras III

3 citations · 3 across the 2 of their papers we have counts for

collaborators

6 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.RA20243 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

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

Nilpotent symplectic alternating algebras I

Layla Sorkatti, Gunnar Traustason

We develop a structure theory for nilpotent symplectic alternating algebras.

math.RA2024

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

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…