Can I read Link Theory In Manifolds (lecture Notes In Mathematics, Vol. 1669) on EtoBox?

Link Theory In Manifolds (lecture Notes In Mathematics, Vol. 1669) by Uwe Kaiser (auth.) is a nonfiction available to read on EtoBox.

What is Link Theory In Manifolds (lecture Notes In Mathematics, Vol. 1669) about?

Any Topological Theory Of Knots And Links Should Be Based On Simple Ideas Of Intersection And Linking. In This Book, A General Theory Of Link Bordism In Manifolds And Universal Constructions Of Linking Numbers In Oriented 3-manifolds Are Developed. In This Way, Classical Concepts Of Link Theory In The 3-spheres Are Generalized To A Certain Class Of Oriented 3-manifolds (submanifolds Of Rational Homology 3-spheres). The Techniques Needed Are Described In The Book But Basic Knowledge In Topology And Algebra Is Assumed. The Book Should Be Of Interst To Those Working In Topology, In Particular Knot Theory And Low-dimensional Topology. Link Bordism In Manifolds -- Enumeration Of Link Bordism In 3-manifolds -- Linking Number Maps -- Surface Structures For Links In 3-manifolds -- Link Invariants In Betti-trivial 3-manifolds -- Link Characteristic And Band-operations -- 3-dimensional Betti-trivial Submanifolds -- Appendix -- Bibliography -- Index -- Symbol Index. Uwe Kaiser. Includes Bibliographical References (p.[158]-161) And Index.

Who reads Link Theory In Manifolds (lecture Notes In Mathematics, Vol. 1669)?

Author

Uwe Kaiser (auth.)

Publisher

Springer-Verlag Berlin Heidelberg

Published

1997

Language

EN

ISBN

9783540695462

Category

nonfiction

Subjects

Mathematics, Stem