Algebraic Topology Rational Homotopy: Proceedings of a by David J. Anick (auth.), Yves Felix (eds.)

By David J. Anick (auth.), Yves Felix (eds.)

This lawsuits quantity facilities on new advancements in rational homotopy and on their impression on algebra and algebraic topology. lots of the papers are unique learn papers facing rational homotopy and tame homotopy, cyclic homology, Moore conjectures at the exponents of the homotopy teams of a finite CW-c-complex and homology of loop areas. Of specific curiosity for experts are papers on building of the minimum version in tame idea and computation of the Lusternik-Schnirelmann class by means of capacity articles on Moore conjectures, on tame homotopy and at the houses of Poincaré sequence of loop spaces.

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An orientation of a polyhedral cell

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