The cyclotomic polynomial topologically
Gregg Musiker, Victor Reiner
TL;DR
This paper provides a topological interpretation of cyclotomic polynomial coefficients using simplicial homology, connecting algebraic number theory with algebraic topology.
Contribution
It introduces a novel topological perspective on cyclotomic polynomial coefficients through simplicial homology.
Findings
Coefficients relate to simplicial homology groups.
Establishes a new link between number theory and topology.
Offers potential for new computational methods.
Abstract
We interpret the coefficients of the cyclotomic polynomial in terms of simplicial homology.
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