A Vietoris Mapping Theorem for Algebraic Projective Fibre Bundles

Sampson, J. H.; Washnitzer, G.

doi:10.2307/1970251

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A Vietoris Mapping Theorem For Monoidal Transforms1

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1959

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“…It can be assumed that the affine covering U { U},ej of X is so fine that i is free over each U,,. 5 of [6], since the reciprocal image on X* of a coherent sheaf on V is the same as its reciprocal image on V* extended by zero to all of X* (cf., ? U* be corresponding simplices of the isomorphic coverings II resp.…”

Section: A Vietoris Mapping Theorem For Monoidal Transformsmentioning

confidence: 99%

Cohomology of Monoidal Transforms

Sampson¹,

Washnitzer²

1959

The Annals of Mathematics

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Section: A Vietoris Mapping Theorem For Monoidal Transformsmentioning

confidence: 99%