arXiv
Open Access
2019
On the Fine Interior of Three-dimensional Canonical Fano Polytopes
Victor Batyrev
Alexander Kasprzyk
Karin Schaller
Abstrak
The Fine interior $Δ^{\text{FI}}$ of a $d$-dimensional lattice polytope $Δ$ is a rational subpolytope of $Δ$ which is important for constructing minimal birational models of non-degenerate hypersurfaces defined by Laurent polynomials with Newton polytope $Δ$. This paper presents some computational results on the Fine interior of all $674,\!688$ three-dimensional canonical Fano polytopes.
Penulis (3)
V
Victor Batyrev
A
Alexander Kasprzyk
K
Karin Schaller
Akses Cepat
Informasi Jurnal
- Tahun Terbit
- 2019
- Bahasa
- en
- Sumber Database
- arXiv
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- Open Access ✓