Limit search to available items
Book Cover
E-book

Title Combinatorial methods in topology and algebraic geometry / John R. Harper and Richard Mandelbaum, editors
Published Providence, Rhode Island : American Mathematical Society, [1985]
©1985

Copies

Description 1 online resource (370 pages) : illustrations
Series Contemporary mathematics, 0271-4132 ; volume 44
Contemporary mathematics (American Mathematical Society) ; volume 44.
Contents Table of Contents -- Introduction -- Plenary lectures -- List of participants -- Topology and Combinatorial Group Theory -- Collapses of K X I and Group Presentations -- On the Andrews-Curtis-Conjecture and related problems -- Integral representations of Aut Fn and presentation classes of groups -- A note on commutators and squares in free products -- Rigidity of almost crystallographic groups -- Finite graphs and free groups -- A topological proof of a theorem of Brunner and Burns about M. Hall groups -- Knot Theory
The Murasugi sum is a natural geometric operation IIThe Arf Invariant of classical knots -- The unknotting number of a classical knot -- A general position theorem for surfaces in Euclidean 4-space -- 3-Manifolds -- On the equivariant Dehn lemma -- Virtually Haken manifolds -- Lectures on 3-fold simple coverings and 3-manifolds -- The Witt classes of Seifert manifolds -- Outermost forks and a theorem of Jaco -- Surfaces in 3-manifolds -- Homotopy Theory And Infinite Dimensional Topology -- Taming Hopf invariants
Artin's braid groups and classical homotopy theoryMore compacta of infinite cohomological dimension -- Endomorphisms in the homotopy category -- Four Manifolds and Algebraic Surfaces -- On fake [S3xS'#S2 x S2] -- Manifolds having non-ample Norman bundles in quadrices -- Lefschetz fibrations of Riemann surfaces and decompositions of complex elliptic surfaces -- Algebraic surfaces and the arithmetic of braids, II -- A note on moves and on irregular coverings of S4
Bibliography Includes bibliographical references
Notes English
Print version record
Subject Combinatorial topology.
Geometry, Algebraic.
Combinatorial analysis.
Combinatorial analysis
Combinatorial topology
Geometry, Algebraic
Form Electronic book
Author Harper, John R., 1941- editor.
Mandelbaum, Richard, 1946- editor.
ISBN 9780821876299
0821876295