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제목 | [논문] 허지선 - Toric varieties of Schröder type | ||
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등록일 | 2023-01-16 | 조회수 | 269 | |
Toric varieties of Schröder type by JiSun Huh;Seonjeong Park Proceedings of the Steklov Institute of Mathematic 2022, 317(0); https://doi.org/10.48550/arXiv.2204.00214
Abstract A dissection of a polygon is obtained by drawing diagonals such that no two diagonals intersect in their interiors. In this paper, we define a toric variety of Schröder type as a smooth toric variety associated with a polygon dissection. Toric varieties of Schröder type are Fano generalized Bott manifolds, and they are isomorphic if and only if the associated Schröder trees are the same as unordered rooted trees. We describe the cohomology ring of a toric variety of Schröder type using the associated Schröder tree and discuss the cohomological rigidity problem. |
이전 | [논문] 이효원 - Two-Photon Fluorescent Probes for Quantitative Bio-Imaging Analysis in Live Tissues |
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다음 | [논문] 이창한 - Cytoplasmic molecular chaperones in Pseudomonas species. |