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Foundations of Algebraic Topology
Volume 2193 in the series
Princeton Legacy Library
- Language: English
- Publisher: Princeton University Press
- Copyright year: 1952
- Audience: Professional and scholarly;College/higher education;
- Pages
- Main content: 346
- Keywords: Homology (mathematics); Homomorphism; Theorem; Cohomology; Diagram (category theory); Commutative property; Algebraic topology; Inclusion map; Topology; Chain complex; Homotopy; Simplicial complex; Axiom; Subset; Inverse system; Set (mathematics); Module (mathematics); Topological space; Bounded set (topological vector space); Compactification (mathematics); Direct sum; Exactness; Product topology; Topological group; Cover (topology); Automorphism; Cohomology ring; Uniqueness theorem; Subspace topology; Invariance of domain; Ring (mathematics); Brouwer fixed-point theorem; Zorn's lemma; Isomorphism theorem; Integral domain; Existential quantification; Mathematical induction; Continuous function (set theory); Excision theorem; Limit (mathematics); General topology; Universal coefficient theorem; Homotopy group; Subgroup; Existence theorem; Sign (mathematics); Exact sequence; Dimension (vector space); Variable (mathematics); Fundamental theorem of algebra; Induced homomorphism; Functor; Inverse limit; Fixed-point theorem; Principal ideal ring; Division algebra; Projective representation; Abelian group; Equivalence class; Degeneracy (mathematics); Homeomorphism; Axiom of choice; Identity function; Finitely generated group; Subcategory; Cyclic group; Simplicial homology; Point (geometry); Cartesian product; Tensor product; Coset; Invariance theorem; Category of sets; Fundamental group; Geometry; Mathematics; Polynomial; Transitive relation; Subsequence; Urysohn's lemma; Contractible space; Equivalence relation; Metric space; Analytic geometry; Natural transformation; Function space; Abstract algebra; Computation; De Rham cohomology; Hausdorff space; Mapping cylinder; Quotient group; Simplex; Vector space; Linear map; Commutator subgroup; Endomorphism; Integer; Differentiable manifold; Fiber bundle
eBook
- Published: December 8, 2015
- ISBN: 9781400877492
