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Introduction to Topology
Volume 1876 in the series
Princeton Legacy Library
- Language: English
- Publisher: Princeton University Press
- Copyright year: 1949
- Audience: Professional and scholarly;College/higher education;
- Pages
- Main content: 228
- Keywords: Polyhedron; Homology (mathematics); Theorem; Betti number; Topology; Simplex; Homotopy; Metric space; Topological space; Subset; Fundamental group; Compact space; Simplicial complex; Jordan curve theorem; Antipodal point; Homeomorphism; Circumference; Connected space; Summation; Existential quantification; Simply connected space; Homomorphism; Euclidean space; N-sphere; Linear map; Special case; Null set; Orientability; Bijection; Homotopy group; Open set; Convex set; Vector space; Linear extension; Barycentric coordinate system; Free group; Projection (mathematics); Brouwer fixed-point theorem; Big O notation; Connectedness; Subgroup; Maximal set; Parity (mathematics); Manifold; Sperner's lemma; Closed set; Permutation; Projective plane; Coset; Coefficient; Homogeneous coordinates; Diagram (category theory); Duality (mathematics); Integer; Dense set; Additive group; Dedekind cut; Diameter; Cyclic group; Topological property; Linear combination; Covering space; Real variable; Projection (linear algebra); Cohomology; Equivalence relation; Algebraic topology; Interior (topology); Polynomial; Algebraic curve; Fiber bundle; Hausdorff space; Union (set theory); Differentiable manifold; Complex projective plane; Simple set; Intersection (set theory); Incidence matrix; General set theory; Induced homomorphism; Mathematical induction; Disjoint sets; Exterior (topology); Prime number; Real projective plane; Dimension theory (algebra); Kronecker delta; Klein bottle; Differentiable function; Linear equation; Vector field; Transformation (function); Topological group; Sphere; Projective space; Real number; Category of sets; Determinant; Complex plane; Hypercube
eBook
- Published: December 8, 2015
- ISBN: 9781400879946
