Isomorphisms of fusion subcategories on permutation algebras
Tiberiu Coconet, Constantin-Cosmin Todea

TL;DR
This paper establishes two isomorphisms between categories related to Brauer pairs on p-permutation N-interior G-algebras, advancing the understanding of their structural relationships.
Contribution
It introduces two new categorical isomorphisms involving Brauer pairs on p-permutation N-interior G-algebras, providing deeper insights into their algebraic structure.
Findings
Proved two isomorphisms of categories involving Brauer pairs
Enhanced understanding of p-permutation N-interior G-algebras
Contributed to the theory of algebraic category isomorphisms
Abstract
We prove two isomorphisms of categories involving Brauer pairs on -permutation -interior -algebras.
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