Definition of Homeomorphisms. Meaning of Homeomorphisms. Synonyms of Homeomorphisms

- deformations do not result into homeomorphisms, such as the deformation of a line into a point. Some homeomorphisms do not result from continuous deformations...
- covering map. Local homeomorphisms and composition of functions The composition of two local homeomorphisms is a local homeomorphism; explicitly, if f :...
- mathematics, particularly topology, the homeomorphism group of a topological space is the group consisting of all homeomorphisms from the space to itself with function...
- (respectively, smooth manifold). Since two homeomorphisms h : U → V and g : V → W compose to a homeomorphism from U to W, one asks that the pseudogroup...
- structures on 3-manifolds A homeomorphism of Rn is called stable if it is the composite of (a finite family of) homeomorphisms each of which is the identity...
- l'IHÉS. 32. doi:10.1007/bf02732123. MR 0238860. Universal homeomorphisms and the étale topology Do pushouts along universal homeomorphisms exist? v t e...
- notion of a triangulation. An isomorphism of PL manifolds is called a PL homeomorphism. PL, or more precisely PDIFF, sits between DIFF (the category of smooth...
- In mathematics, the rotation number is an invariant of homeomorphisms of the circle. It was first defined by Henri Poincaré in 1885, in relation to the...
- some of the small triangles. Piecewise linear homeomorphisms can be made up from special homeomorphisms obtained by removing a diamond from the plane...
- ****umed to act as homeomorphisms on X. The structure of a G-space is a group homomorphism ρ : G → Homeo(X) into the homeomorphism group of X. Similarly...