Manual Homology Theory: An Introduction to Algebraic Topology (Graduate Texts in Mathematics)

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Introduction to algebraic topology, fall

Actueel Opinie Interviews Recensies Videos. Beoordeel zelf slecht matig voldoende goed zeer goed.

An introduction to homology - Algebraic Topology - NJ Wildberger

Basic Concepts of Algebraic Topology. Paperback, blz.


  1. MA3403 Algebraic Topology I - Fall 2012.
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Over de auteur Over dit boek Artikelen en interviews Recensies. Samenvatting Rubriek: Wetenschap en techniek. Serie: Undergraduate Texts in Mathematics. Inhoudsopgave 1 Geometric Complexes and Polyhedra. Lezersrecensies Beoordeel zelf slecht matig voldoende goed zeer goed. Algemene beoordeling slecht matig voldoende goed zeer goed.

16:640:540 - Introduction to Algebraic Topology I

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Inhoudsopgave

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U kunt ons ook bellen op Aanhef Dhr. Hieronder kunt u uw verzoek toelichten of een vraag stellen. The Homotopy Axiom. The Hurewicz Theorem. Exact Homology Sequences. Reduced Homology. Homology of Spheres and Some Applications. Barycentric Subdivision and the Proof of Excision.

Algebraic Topology I

More Applications to Euclidean Space. Simplicial Approximation. Abstract Simplicial Complexes.

Simplicial Homology. Comparison with Singular Homology. Fundamental Groups of Polyhedra. The Seifertvan Kampen Theorem. Universal Coefficients.

Basic Concepts of Algebraic Topology

EilenbergZilber Theorem and the Kunneth Formula. Basic Properties. Covering Transformations. Group Objects and Cogroup Objects. Loop Space and Suspension. Cohomology Groups.

Universal Coefficients Theorems for Cohomology. Cohomology Rings. Computations and Applications. Affine Maps. CW Complexes. Acyclic Models. Tensor Products. Attaching Cells.