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Preprint Aug 2026

Local Smith Profiles of Twisted Calabi--Yau Algebras

The matrix Hilbert series of a locally finite elementary twisted Calabi--Yau algebra is the inverse of a matrix polynomial. The Smith normal form of this polynomial over the power series ring at $x=1$ produces a finite list of local exponents refining the Gelfand--Kirillov dimension, which records only the largest of t...

A. Kaygun · 1 citation

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