HOMOLOGY AND THE DEFORMATION RETRACT OF SOME MANIFOLDS AND THEIR FOLDINGS
Mohammad Hamed Mostafa Mohammad;
Abstract
A fundamental problem of topology is that of determining, for two topological spaces, whether or not they are homeomorphic (i.e., topologically equivalent). To show that two spaces are homeomorphic, one needs to construct a continuous bijective map, with
Other data
| Title | HOMOLOGY AND THE DEFORMATION RETRACT OF SOME MANIFOLDS AND THEIR FOLDINGS | Other Titles | الهومولوجية والتشوه التقلص لبعض متعددى الطيات وطيها | Authors | Mohammad Hamed Mostafa Mohammad | Keywords | HOMOLOGY AND THE DEFORMATION RETRACT OF SOME MANIFOLDS AND THEIR FOLDINGS | Issue Date | 1998 | Description | A fundamental problem of topology is that of determining, for two topological spaces, whether or not they are homeomorphic (i.e., topologically equivalent). To show that two spaces are homeomorphic, one needs to construct a continuous bijective map, with |
Recommend this item
Similar Items from Core Recommender Database
Items in Ain Shams Scholar are protected by copyright, with all rights reserved, unless otherwise indicated.