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Prospects in Topology (AM-138), Volume 138
Proceedings of a Conference in Honor of William Browder. (AM-138)
- Edited by:
Volume 138 in the series
Annals of Mathematics Studies
- Language: English
- Publisher: Princeton University Press
- Copyright year: 1996
- Audience: Professional and scholarly;College/higher education;
- Pages
- Main content: 340
- Keywords: Homotopy; Theorem; Fibration; Analytic function; Cohomology; Topology; Quotient space (topology); Fiber bundle; Fundamental group; Zariski topology; Mapping cone (homological algebra); Basis (linear algebra); Sheaf (mathematics); Algebraic topology; Exterior (topology); Transversality (mathematics); Zorn's lemma; Representation theory; Riemann surface; Base change; Subgroup; Diagram (category theory); Set (mathematics); Cohomology ring; Support (mathematics); L-theory; Hopf algebra; Whitehead torsion; Dimension (vector space); Codimension; Submersion (mathematics); Divisor (algebraic geometry); Metric space; Lie algebra; Riemannian manifold; Sign (mathematics); Moduli space; Mapping cone (topology); Geometrization conjecture; Topological space; Compactification (mathematics); Vector bundle; Topological group; Lens space; Submanifold; Inclusion map; Differentiable manifold; Exterior algebra; Classifying space; Linear algebra; Elliptic operator; Algebraic cycle; Regularization (mathematics); H-cobordism; Neighbourhood (mathematics); Marriage theorem; Homotopy fiber; Gauss map; Differential topology; Subset; J-homomorphism; Homeomorphism; Torsion sheaf; Topological K-theory; Borel conjecture; Isomorphism class; Automorphism; Dirac operator; Stable homotopy theory; Quasi-isometry; Combinatorial group theory; Commutative property; Sylow theorems; Topological manifold; Cobordism; Group algebra; Pushout (category theory); Equivariant map; Lie group; Adjunction (field theory); Simplicial complex; Tangent space; Knot theory; Coxeter group; Discrete valuation ring; Real projective space; Identity matrix; Equivariant cohomology; Cyclic group; Characteristic class; Cyclic homology; Motivic cohomology; Intersection form (4-manifold); Homotopy group; Commutative diagram; Diffeomorphism; Circle group; Equivariant K-theory; Operator norm; Unification (computer science)
eBook
- Published: March 2, 2016
- ISBN: 9781400882588
