In the category Top of topological spaces and continuous maps, exponentiability of morphisms is a rather complicated property, well studied and characterized by ...
Given a map f in the category ω-Cpo of ω-complete posets, exponentiability of f in ω-Cpo easily implies exponentiability of f in the category Pos of posets, ...
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Noiri and Popa introduced upper and lower slightly m-continuous multifunctions in topological spaces and study their properties. The purpose of this paper is to ...
We give a characterization of exponentiable monomorphisms in the categories of -complete posets, of directed complete posets and of continuous directed ...
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Bibliographic details on Exponentiable morphisms of domains.
May 9, 2022 · Recall that a morphism f:X→Y in a category C with pullbacks is called exponentiable if the pullback functor f∗:C/Y→C/X has a right adjoint.
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We give a characterization of exponentiable monomorphisms in the categories ω-Cpo of ω-complete posets, Dcpo of directed.
Dec 23, 2015 · We prove that only isomorphisms are exponentiable homomorphisms in ideal determined varieties and extend this to ideal determined categories.
Sep 21, 2024 · An exponentiable functor, also called a Conduché functor or Conduché fibration, is a functor which is an exponentiable morphism in Cat.