Hall polynomials for representation-finite cluster-tilted algebras
Changjian Fu
TL;DR
This paper proves the existence of Hall polynomials for a specific class of algebraic structures called representation-finite cluster-tilted algebras, advancing understanding in algebra representation theory.
Contribution
It establishes the existence of Hall polynomials for representation-finite cluster-tilted algebras, a previously unresolved problem.
Findings
Hall polynomials exist for these algebras
Provides a foundation for further algebraic computations
Enhances understanding of cluster-tilted algebra structures
Abstract
We show the existence of Hall polynomials for representation-finite cluster-tilted algebras.
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