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Preprint Number 2030
2030. Will Johnson, Erik Walsberg, Jinhe Ye The étale open topology over the fraction field of a henselian local domain E-mail: Submission date: 4 August 2021 Abstract: Suppose that R is a local domain with fraction field K. If R is Henselian then the R-adic topology over K refines the étale open topology. If R is regular then the étale open topology over K refines the R-adic topology. In particular the étale open topology over L((t_1,...,t_n)) agrees with the L[[t_1,...,t_n]]-adic topology for any field L and n ≥ 1. Mathematics Subject Classification: Keywords and phrases: |
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