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Four-manifold theory / / Cameron Gordon and Robion Kirby, editors



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Titolo: Four-manifold theory / / Cameron Gordon and Robion Kirby, editors Visualizza cluster
Pubblicazione: Providence, Rhode Island : , : American Mathematical Society, , [1984]
©1984
Descrizione fisica: 1 online resource (538 p.)
Disciplina: 514/.223
Soggetto topico: Four-manifolds (Topology)
Persona (resp. second.): GordonCameron <1945->
KirbyRobion C. <1938->
Note generali: "Proceedings of the AMS-IMS-SIAM Joint Summer Research Conference in the Mathematical Sciences on Four-Manifold Theory, held at Durham, New Hampshire, July 4-10, 1982"--Title page verso.
Nota di bibliografia: Includes bibliographies.
Nota di contenuto: Table of Contents -- Preface -- Fibered Knots and Involutions on Homotopy Spheres -- A Fake 4-Manifold -- Approximating Cell-Like Maps of S4 by Homeomorphisms -- Linking Numbers in Branched Covers -- Atomic Surgery Problems -- Smooth 4-Manifolds with Definite Intersection Form -- The Solution of the 4-Dimensional Annulus Conjecture -- An I-Invariant One Homology 3-Sphere that Bounds an Orientable Rational Ball -- Another Construction of an Exotic S1 x S3 # S2 x S2 -- On Freedman's Reimbedding Theorems -- The Homology of the Mapping Class Group and its Connection to Surface Bundles over Surfaces -- Rochlin Invariant and α-Invariant -- Cobordism of Satellite Knots -- Complex Structures on 4-Manifolds -- Good Torus Fibrations -- 4-Dimensional Oriented Bordism -- A New Proof of the Homology Torus and Annulus Theorem -- Fibered Knots fn S4-Twisting, Spinning, Rolling, Surgery, and Branching -- The Embedding Theorem for Towers -- Smooth Structures on 4-Manifolds -- Concordance of Links in S4 -- Constructions of Quasipositfve Knots and Links, II -- An Introduction to Self-Dual Connections -- 4-Manifold Problems.
Titolo autorizzato: Four- manifold theory  Visualizza cluster
ISBN: 0-8218-7620-1
Formato: Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione: Inglese
Record Nr.: 9910788782803321
Lo trovi qui: Univ. Federico II
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Serie: Contemporary mathematics (American Mathematical Society). ; 35 . 0271-4132