Introduction: the homotopy category. Homotopy theory is the study of continuous maps between topological P. Selick: Introduction to Homotopy Theory. Introduction to Homotopy Theory (Fields Institute Monographs). by Paul Selick. Book Description. American Mathematical Society, This is an ex-library. [email protected], [email protected] esearch. Areas of Specialization: Algebraic Topology/Homotopy Theory; AMS Classification 55 List of my downloadable preprints ยท Errata to my book “Introduction to Homotopy Theory”.

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Introduction to homotopy theory

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May be very minimal identifying marks on the inside cover. Report item – opens in a homotkpy window or tab. Fields Institute Monographs Volume: I’d like to read this book on Kindle Don’t have a Kindle? Print Price 3 Label: Learn More – opens in a new window or tab International shipping and import charges paid to Pitney Bowes Inc.

Share your thoughts with other customers. Subject to credit approval. Part II covers fibrations and theody, Hurewicz and cellular approximation theorems, topics in classical homotopy theory, simplicial sets, fiber bundles, Hopf algebras, spectral sequences, localization, generalized homology, and cohomology operations. Any international shipping and import charges are paid in part to Pitney Bowes Inc.

See terms – opens in a new window or tab. Shows a well-marked trail to homotopy theory with plenty of beautiful scenery worth visiting, while leaving to the student the task of hiking along it.

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