Topology Symposium Siegen 1979: Proceedings of a Symposium Held at the University of Siegen, June 14-19, 1979Ulrich Koschorke, W.D. Neumann |
Contents
| 1 | |
P J Eccles Multiple points of codimension one immersions 23 | 38 |
S Hurder | 49 |
W Jaco On ends of groups and Johannsons deformation theorem | 62 |
Kauffman Weaving patterns and polynomials | 88 |
U Koschorke Vectorfields on 4q+2manifolds | 98 |
H J Munkholm Simplices of maximal volume in hyperbolic space | 109 |
Neumann An invariant of plumbed homology spheres | 125 |
G B Segal On equivariant homotopy theory | 316 |
Kosniowski Some formulae and conjectures associated with circle | 331 |
A Liulevicius Equivariant Ktheory and homotopy rigidity | 340 |
P Löffler Homotopielineare Involutionen auf Sphären | 359 |
J F Adams Graeme Segals Burnside Ring Conjecture | 378 |
J Barge An algebraic proof of a theorem of J Milnor | 396 |
W Dwyer | 418 |
F Hegenbarth Secondary Cohomology Operations applied to | 442 |
R Randell Some topology of Zariski surfaces | 145 |
N Ray | 165 |
A Szücs Cobordism of maps with simplest singularities | 223 |
A Bojanowska | 245 |
K H Dovermann | 279 |
Husemoller Splittings of loop spaces torsion in homotopy | 456 |
B Thomas Characteristic classes of representations over | 471 |
P Vogel Localization in algebraic Ltheory | 482 |
Other editions - View all
Topology Symposium Siegen 1979: Proceedings of a Symposium Held at the ... Ulrich Koschorke,W.D. Neumann No preview available - 1980 |
Topology Symposium Siegen 1979: Proceedings of a Symposium Held at the ... Ulrich Koschorke,W.D. Neumann No preview available - 1980 |
Common terms and phrases
3-manifold 3-spheres action Beweis bordism boundary components canonical characteristic classes cobordism cohomology commutative compact complex connected sum consider construction Corollary corresponding cyclic defined denote diagram Diff diffeomorphism dimension elements embedding equivariant K-theory exact sequence exists fibration finite fixed point follows formula fundamental group G-homotopy G-space graph H₁ H₂ Hence homology homology 3-spheres homomorphism homotopy equivalence homotopy groups homotopy theory Hopf invariant hyperbolic immersion induces infinite integers invariant involution isomorphism isotopy knot Lecture Notes Lemma Lie algebra linear loop spaces manifold Math module normal bundle oriented plumbing type prime proof of Theorem Proposition prove representation resp result Satz Seifert pair simplicial singular smooth spectral sequence sphere split structure subgroup Suppose theory Topology torsion torus trivial vector bundle vertex Z-homology Z₂ zero