A Function Space Triple of a Compact Polyhedron into an Open Set in Euclidean Space
From MaRDI portal
Publication:4730491
DOI10.2307/2048308zbMath0681.58008OpenAlexW4235498228MaRDI QIDQ4730491
Publication date: 1990
Full work available at URL: https://doi.org/10.2307/2048308
Related Items (4)
On Hyperspaces of Polyhedra ⋮ An Embedding Space Triple of the Unit Interval into a Graph and its Bundle Structure ⋮ A Hilbert cube compactification of the Banach space of continuous functions ⋮ Characterizations of manifolds modeled on absorbing sets in non-separable Hilbert spaces and the discrete cells property
Cites Work
- The compact Z-set property in convex sets
- The space of Lipschitz maps from a compactum to a locally convex set
- Lipschitz conjugation and extension of homeomorphisms in \(l_ p\)-spaces
- On spaces of homeomorphisms, embeddings and functions. I
- On Infinite-Dimensional Manifold Triples
- The space of Lipschitz maps from a compactum to an absolute neighborhood LIP extensor
- Elements of Lipschitz topology
- Concerning locally homotopy negligible sets and characterization of $l_2$-manifolds
- The Space of Cross Sections of a Bundle
- Hilbert space is homeomorphic to the countable infinite product of lines
- Dense Sigma-Compact Subsets of Infinite-Dimensional Manifolds
- On Spaces of Homeomorphisms, Embeddings, and Functions, II: The Piecewise Linear Case
This page was built for publication: A Function Space Triple of a Compact Polyhedron into an Open Set in Euclidean Space
