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Representations of Algebras: Some Computational Aspects
Rhoads, Kyle James
Rhoads, Kyle James
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2019
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Mathematics
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http://dx.doi.org/10.34944/dspace/2219
Abstract
Let n ϵ Z≥1 and R be a finitely presented k-algebra over a computable field k. We describe algorithms for computably deciding representation-theoretic properties of R, following work by Letzter. Among these algorithms is an algorithm deciding whether an n-dimensional irreducible representation exists. We also provide a package, finitely-presented-algebra, which implements these algorithms into the computer algebra system SAGE.
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