Local fibrations, defined using Grothendieck topologies, characterize the site-level functors that give morphisms of relative toposes and support a weak indexed Diaconescu theorem.
Classifying topos
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Local fibrations and morphisms of relative toposes
Local fibrations, defined using Grothendieck topologies, characterize the site-level functors that give morphisms of relative toposes and support a weak indexed Diaconescu theorem.