Geometric Complexes and Polyhedra
Topology is an abstraction of geometry; it deals with sets having a structure which permits the definition of continuity for functions and a concept of “closeness” of points and sets. This structure, called the “topology” on the set, was originally determined from the properties of open sets in Euclidean spaces, particularly the Euclidean plane.
KeywordsEuclidean Plane Algebraic Topology Klein Bottle Simple Closed Curve Homology Theory
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