Minimal relative Hilbert-Kunz multiplicity
By Kei-ichi Watanabe, KEN-ICHI Yoshida. 2004
60 citations recorded by the source corpus.
Subfields: Algebra and Number Theory, Geometry and Topology
View Paper: https://www.semanticscholar.org/paper/41d8ad8f053fe83cb6e97e59d89d17443774e8f1
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In Algebra and Number Theory
- Kevin Tucker
- Karl Schwede
- Manuel Blickle
- S'andor J. Kov'acs
- Christopher D. Hacon
- M. Mustaţă
- Mihnea Cristian Popa
- Clemens Jorder
In Geometry and Topology
- Kevin Tucker
- Karl Schwede
- Manuel Blickle
- Christopher D. Hacon
- S'andor J. Kov'acs
- M. Mustaţă
- Mihnea Cristian Popa
- Clemens Jorder
Citations in the corpus
- A survey of test ideals (2011, background): “ that equality holds in (8.36.1)? In many cases, such as when Ris Q-Gorenstein, the above question has a positive answer. More generally, an affirmative response would immediately imply Conjecture 5.10 [WY04]. 8.5. F-ideals, F-stable submodules, and F-pure centers. Historically in commutative algebra,”
- F-signature and Hilbert–Kunz multiplicity : a combined approach and comparison (2016, unknown): “eHK(I)−eHK(J) in Hilbert-Kunz multiplicities for ideals I⊆ Jwith finite colength [HL02, Theorem 15] (see Lemma 6.1). The infimum among these differences was studied independently by Watanabe and Yoshida [WY04], and the connection to F-signature was made by Yao [Yao06]. Moreover, Watanabe and Yoshida ex”