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Type: Article
A Nobile-like theorem for jet schemes of hypersurfaces
Abstract:
We give an explicit set of generators for the semigroup of the Gröbner degeneration of a toric ideal. This set of generators is used to study algebraic properties of the semigroup it generates: approximation of semigroups, non-preservation of saturation, Betti elements, uniqueness of presentations, and Möbius functions.
We give an explicit set of generators for the semigroup of the Gröbner degeneration of a toric ideal. This set of generators is used to study algebraic properties of the semigroup it generates: approximation of semigroups, non-preservation of saturation, Betti elements, uniqueness of presentations, and Möbius functions.
Keywords: Algebraic geometry||Birational geometry||Arcs and motivic integration
MSC: 14E18 (14B05 14F10)
Journal: Osaka Journal of Mathematics
ISSN: 0030-6126
Year: 2023
Volume: 60
Number: 3
Pages: 555-569
MR Number: 4612503


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