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This category contains books on topology: a major area of mathematics concerned with spatial properties that are preserved under deformations of objects that involve stretching but no tearing or gluing.

Related categories

The following related category may be of interest.


More recent additions More recent modifications
  1. Topology/Singular Homology
  2. Topology/Normed Vector Spaces
  3. Topology/Cantor Space
  4. Undergraduate Mathematics/Compact space
  5. Undergraduate Mathematics/Metric space
  6. Topology/Eilenberg–Steenrod axioms
  7. Topology/Continuity and Homeomorphisms
  8. Topology/History
  9. Topology/Countability
  10. Topology/Linear Continuum
  1. Topology
  2. Topology/Separation Axioms
  3. Topology/Quotient Spaces
  4. Topology/Singular Homology
  5. Topology/Cantor Space
  6. Topology/Connectedness
  7. Topology/Metric Spaces
  8. Topology/Topological Spaces
  9. Topology/Manifolds/Categories of Manifolds
  10. Topology/Product Spaces

The following 44 pages are in this category, out of 44 total.