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Homotopy Theory Relations With Algebraic Geometry Group Cohomology And Algebraic Ktheory An International Conference On Algebraic Topology March 2428 2002 Nor International Conference On Algebraic Topology

  • SKU: BELL-4764838
Homotopy Theory Relations With Algebraic Geometry Group Cohomology And Algebraic Ktheory An International Conference On Algebraic Topology March 2428 2002 Nor International Conference On Algebraic Topology
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Homotopy Theory Relations With Algebraic Geometry Group Cohomology And Algebraic Ktheory An International Conference On Algebraic Topology March 2428 2002 Nor International Conference On Algebraic Topology instant download after payment.

Publisher: Amer Mathematical Society
File Extension: DJVU
File size: 4.3 MB
Pages: 520
Author: International Conference on Algebraic Topology, Paul Gregory Goerss, Stewart Priddy (ed.)
ISBN: 9780821832851, 9782319905931, 9783119924337, 9783419761519, 9785302001559, 9786319981575, 9788220014410, 0821832859, 2319905936
Language: English
Year: 2004

Product desciption

Homotopy Theory Relations With Algebraic Geometry Group Cohomology And Algebraic Ktheory An International Conference On Algebraic Topology March 2428 2002 Nor International Conference On Algebraic Topology by International Conference On Algebraic Topology, Paul Gregory Goerss, Stewart Priddy (ed.) 9780821832851, 9782319905931, 9783119924337, 9783419761519, 9785302001559, 9786319981575, 9788220014410, 0821832859, 2319905936 instant download after payment.

As part of its series of ""Emphasis Years in Mathematics"", Northwestern University hosted an International Conference on Algebraic Topology. The purpose of the conference was to develop new connections between homotopy theory and other areas of mathematics. This proceedings volume grew out of that event. Topics discussed include algebraic geometry, cohomology of groups, algebraic $K$-theory, and $\mathbb{A}^1$ homotopy theory. Among the contributors to the volume were Alejandro Adem, Ralph L. Cohen, Jean-Louis Loday, and many others. The book is suitable for graduate students and research mathematicians interested in homotopy theory and its relationship to other areas of mathematics

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