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- W2607967488 abstract "We prove the birational rigidity of Fano complete intersections of index 1 with a singular point of high multiplicity, which can be close to the degree of the variety. In particular, the groups of birational and biregular automorphisms of these varieties are equal, and they are non-rational. The proof is based on the techniques of the method of maximal singularities, the generalized $4n^2$-inequality for complete intersection singularities and the technique of hypertangent divisors." @default.
- W2607967488 created "2017-05-05" @default.
- W2607967488 creator A5055677297 @default.
- W2607967488 date "2017-04-12" @default.
- W2607967488 modified "2023-09-27" @default.
- W2607967488 title "Birationally rigid complete intersections with a singular point of high multiplicity" @default.
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