Topology
- A
definition for General Topology is Geometry of Sets, and the 1 to 1 and onto. A
detail properties must be continuous (one to one correspondence), Compact, connected (onto)
- Algebraic
Topology considers homology (one to one correspondence) a manifold is not a
Circle. Homotopy record their properties can be consider onto.
- Differential
Topology considers the Geometry of the Manifolds
- Geometric Topology considers manifolds and maps (one to one correspondence) between them, particularly embeddings of one
manifold into another.
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