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- W2952385166 abstract "Using results of Hironaka-Matsumura and Faltings, we prove a strong version of the well known Fulton-Hansen connectivity theorem for weighted projective spaces. As a consequence we get the following result. If $Y$ is an irreducible subvariety of the $n$-dimensional projective space (over a field of arbitrary characteristic), then the diagonal embedding ${Delta}_Y$ is $G_3$ in $Ytimes Y$. This fact implies a generalized version (with a characteristic-free proof) of a result of Ogus (in char. zero) and Speiser (in positive characteristic)." @default.
- W2952385166 created "2019-06-27" @default.
- W2952385166 creator A5082765077 @default.
- W2952385166 date "1995-05-08" @default.
- W2952385166 modified "2023-10-14" @default.
- W2952385166 title "Algebraic Barth-Lefschetz theorems" @default.
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