A Gorenstein Criterion for Strongly F-Regular and Log Terminal Singularities
A conjecture of Hirose, Watanabe, and Yoshida offers a characterization of when a standard
graded strongly-regular ring is Gorenstein, in terms of an-pure threshold. We prove this …
graded strongly-regular ring is Gorenstein, in terms of an-pure threshold. We prove this …
[PDF][PDF] A Gorenstein criterion for strongly F-regular and log terminal singularities
AK Singh, S Takagi, M Varbaro - International Mathematics Research …, 2017 - pure.mpg.de
A conjecture of Hirose, Watanabe, and Yoshida offers a characterization of when a standard
graded strongly F-regular ring is Gorenstein, in terms of an F-pure threshold. We prove this …
graded strongly F-regular ring is Gorenstein, in terms of an F-pure threshold. We prove this …
[PDF][PDF] A GORENSTEIN CRITERION FOR STRONGLY F-REGULAR AND LOG TERMINAL SINGULARITIES
AK SINGH, S TAKAGI, M VARBARO - dima.unige.it
A conjecture of Hirose, Watanabe, and Yoshida offers a characterization of when a standard
graded strongly F-regular ring is Gorenstein, in terms of an F-pure threshold. We prove this …
graded strongly F-regular ring is Gorenstein, in terms of an F-pure threshold. We prove this …
A Gorenstein Criterion for Strongly F-Regular and Log Terminal Singularities.
AK Singh, S Takagi, M Varbaro - IMRN: International …, 2017 - search.ebscohost.com
A conjecture of Hirose, Watanabe, and Yoshida offers a characterization of when a standard
graded strongly F-regular ring is Gorenstein, in terms of an F-pure threshold. We prove this …
graded strongly F-regular ring is Gorenstein, in terms of an F-pure threshold. We prove this …
A Gorenstein Criterion for Strongly F-Regular and Log Terminal Singularities
AK Singh, S Takagi, M Varbaro - … Mathematics Research Notices, 2017 - academic.oup.com
A conjecture of Hirose, Watanabe, and Yoshida offers a characterization of when a standard
graded strongly-regular ring is Gorenstein, in terms of an-pure threshold. We prove this …
graded strongly-regular ring is Gorenstein, in terms of an-pure threshold. We prove this …
[PDF][PDF] A GORENSTEIN CRITERION FOR STRONGLY F-REGULAR AND LOG TERMINAL SINGULARITIES
AK SINGH, S TAKAGI, M VARBARO - arXiv preprint arXiv …, 2016 - researchgate.net
A conjecture of Hirose, Watanabe, and Yoshida offers a characterization of when a standard
graded strongly F-regular ring is Gorenstein, in terms of an F-pure threshold. We prove this …
graded strongly F-regular ring is Gorenstein, in terms of an F-pure threshold. We prove this …
A Gorenstein criterion for strongly -regular and log terminal singularities
AK Singh, S Takagi, M Varbaro - arXiv preprint arXiv:1603.08422, 2016 - arxiv.org
A conjecture of Hirose, Watanabe, and Yoshida offers a characterization of when a standard
graded strongly $ F $-regular ring is Gorenstein, in terms of an $ F $-pure threshold. We …
graded strongly $ F $-regular ring is Gorenstein, in terms of an $ F $-pure threshold. We …
A Gorenstein criterion for strongly -regular and log terminal singularities
AK Singh, S Takagi, M Varbaro - arXiv e-prints, 2016 - ui.adsabs.harvard.edu
A conjecture of Hirose, Watanabe, and Yoshida offers a characterization of when a standard
graded strongly $ F $-regular ring is Gorenstein, in terms of an $ F $-pure threshold. We …
graded strongly $ F $-regular ring is Gorenstein, in terms of an $ F $-pure threshold. We …