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title
Dreaming of mathematics
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... semmiből egy ujj más világot teremtettem.
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Dreaming of mathematics
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2026-02-27 07:48:53
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Dreaming of mathematics | … semmiből egy ujj más világot teremtettem. Dreaming of mathematics … semmiből egy ujj más világot teremtettem. Menu Skip to content About Search for: The localic reflection of the petit étale topos 30 November 2015 math.AG Algebraic geometry , math.CT Category theory , Uncategorized topos theory Zhen Lin Recall that the petit étale topos of a scheme X is the topos of sheaves on the category of schemes étale over X (with respect to the étale topology). Since étale morphisms are open, any closed sieve on X must contain the union of the (open) images of all its members. Thus, the closed sieves on X are classified by the open subspaces of X , so the localic reflection of the petit étale topos of X is the petit Zariski topos of X . Note also that the same argument works for the petit fppf topos of X – the point being that flat morphisms locally of finite presentation are open. Leave a comment Local objects and projecti...
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