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- W2337886543 abstract "We study a pair (mathcal{S}_0,mathcal{S}) of irreducible Hermitian Symmetric Spaces of compact type (cHSS) in this paper, with the first aim being classifying all the admissible pairs (mathcal{S}_0,mathcal{S})). This notion is a natural generalization of the pairs of sub-diagram type originated by Jaehyun Hong and Ngaiming Mok ([HoM 10]). Based on this classification, we partially solve the rigidity problem for the admissible pairs (mathcal{S}_0,mathcal{S}) which was raised by Mok and Zhang (2014) ([MoZ 14]), culminating in determining a sufficient condition for the pairs being non-rigid and proving that special pairs, which show up in the classification procedure, are algebraic, as a weaker result than being rigid. However, whether special pairs are rigid or not remains unknown and needs further investigation in the framework of VMRT theory." @default.
- W2337886543 created "2016-06-24" @default.
- W2337886543 creator A5046798624 @default.
- W2337886543 date "2014-12-23" @default.
- W2337886543 modified "2023-09-26" @default.
- W2337886543 title "Admissible pairs of Hermitian symmetric spaces in the perspective of the theory of varieties of minimal rational tangents" @default.
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- W2337886543 doi "https://doi.org/10.48550/arxiv.1412.7598" @default.
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