| A topological property is defined to be a property that is preserved under a homeomorphism. |
| If this homeomorphism is not Identical transformation, then R will represent a non-Euclidean space. |
| A homeomorphism, also known as a topological isomorphism, is the most basic space of this kind, revealing a continuous inverse function. |
| We also recall classical homeomorphism results between probability spaces and the basic model infinite dimensional manifolds. |
| Sundaram studied generalized continuous functions and generalized homeomorphism. |
| We prove that it is not possible to extend, in a homomorphic fashion, each quasisymmetric homeomorphism of the circle to a quasiconformal homeomorphism of the disk. |
