Abstract
We explore the equimultiplicity theory of the F-invariants Hilbert–Kunz multiplicity, F-signature, Frobenius Betti numbers, and Frobenius Euler characteristic in strongly F-regular rings. Techniques introduced in this paper provide a unified approach to the study of localization of these invariants and detection of singularities.
Citation
Thomas Polstra. Ilya Smirnov. "Equimultiplicity Theory of Strongly F-Regular Rings." Michigan Math. J. 70 (4) 837 - 856, October 2021. https://doi.org/10.1307/mmj/1600913073
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