A description of automorphism groups of all two-dimensional algebras over any basic field
Sh. Eshmirzayev, U. Bekbaev

TL;DR
This paper classifies the automorphism groups of all two-dimensional algebras over any basic field, providing a comprehensive understanding of their symmetries and structural properties.
Contribution
It offers a complete description of automorphism groups for all two-dimensional algebras over arbitrary fields, extending previous classifications.
Findings
Explicit automorphism groups for each algebra class
Unified framework applicable over any basic field
Enhanced understanding of algebraic symmetries
Abstract
A description of group automorphisms of all two-dimensional algebras, considered up to isomorphism, over any basic field is provided.
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Taxonomy
TopicsAdvanced Topics in Algebra · Finite Group Theory Research · Matrix Theory and Algorithms
