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Springer Gauss Diagram Invariants for Knots and Links - Mathematics & Applications 532
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Description
Key Features
Gauss diagram invariants provide isotopy invariants for oriented knots in product manifolds of surfaces with oriented lines.
Combinatorial definitions use knot diagrams with values in free abelian groups generated by surface homology or homotopy classes.
Construction of finite type invariants for arbitrary knots in non-orientable 3-manifolds enables classification of complex knot structures.
Invariants distinguish homotopic knots with homeomorphic complements, offering powerful differentiation tools for knot theory research.
Volume 532 in Springer's Mathematics and Its Applications series provides academic rigour for graduate-level topology study.
Product Specifications
- Brand
- Springer
- Format
- paperback
- ASIN
- 904815748X
- Domain
- Amazon UK
- Release Date
- 15 December 2010
- Listed Since
- 20 September 2010
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