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Homology of Cell Complexes
Volume 2239 in the series
Princeton Legacy Library
- Language: English
- Publisher: Princeton University Press
- Copyright year: 1967
- Audience: Professional and scholarly;College/higher education;
- Pages
- Main content: 276
- Keywords: Homology (mathematics); Theorem; Homomorphism; Chain complex; Homotopy; Diagram (category theory); Cellular homology; Cohomology; Homeomorphism; Equivalence class; Homotopy extension property; Topological space; Continuous function; Simplicial complex; Induced homomorphism; Existential quantification; Equivalence relation; Monomorphism; Subset; Topology; Invariance of domain; Free abelian group; Hausdorff space; Mathematical induction; K-cell (mathematics); Abelian group; Finitely generated abelian group; Category of topological spaces; Product topology; Cofinality; Basis (linear algebra); Euclidean topology; Projection (mathematics); Universal coefficient theorem; Embedding; Quotient space (linear algebra); Characterization (mathematics); Compact space; Retract; Parity (mathematics); Fundamental group; Coprime integers; Algebraic topology (object); Contractible space; Quotient space (topology); Module (mathematics); Identity function; Commutative diagram; Mapping cylinder; Direct sum; Metric space; Addition theorem; Category of abelian groups; Subgroup; Set (mathematics); Inclusion map; Cartesian product; Natural number; Betti number; Scalar multiplication; N-sphere; Coefficient; Brouwer fixed-point theorem; Summation; Unit sphere; Coset; Connected space; Tensor product; Quotient group; Continuous function (set theory); Linearity; Monotonic function; Subspace topology; Intersection (set theory); Exact sequence; Computation; Tietze extension theorem; Complex projective space; Invariance theorem; Function composition; Union (set theory); Adjunction space; Open set; Natural transformation; Special case; Algebraic topology; Morphism; Torsion subgroup; Corollary; Countable set; Commutator subgroup; Reduced homology; Euclidean space; Limit point; CW complex; Orientability; Normal space; Line segment; Topological property; Limit superior and limit inferior
eBook
- Published: December 8, 2015
- ISBN: 9781400877751
