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- W171659680 abstract "Let $f:Xto Y$ be a surjective morphism of integral schemes. Then $X$ is said to be quasi-galois closed over $Y$ by $f$ if $X$ has a unique conjugate over $Y$ in an algebraically closed field. Such a notion has been applied to the computation of 'etale fundamental groups. In this paper we will use affine coverings with values in a fixed field to discuss quasi-galois closed and then give a sufficient and essential condition for quasi-galois closed. Here, we will avoid using affine structures on a scheme since their definition looks copious and fussy." @default.
- W171659680 created "2016-06-24" @default.
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- W171659680 date "2009-11-05" @default.
- W171659680 modified "2023-09-27" @default.
- W171659680 title "Notes on the quasi-galois closed schemes" @default.
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