The theory of topological modular forms is an intricate blend of classical algebraic modular forms and stable homotopy groups of spheres the construction of this theory combines an algebro geometric perspective on elliptic curves over finite fields with techniques from algebraic topology particularly stable homotopy theory. In mathematics topological modular forms tmf is the name of a spectrum that describes a generalized cohomology theoryin concrete terms for any integer n there is a topological space tmf n and these spaces are equipped with certain maps between them so that for any topological space x one obtains an abelian group structure on the set tmf n x of homotopy classes of continuous maps from . Topological modular forms mathematical surveys and monographs you can really realize how importance of a book whatever the book is if you are fond of this kind of book just take it as soon as possible. Destination page number search scope search text search scope search text. Isbn 9781470418847 1470418843 oclc number 884782304 description xxxi 318 pages illustrations 26 cm contents elliptic genera and elliptic cohomology corbett redden ellliptic curves and modular forms carl mautner the moduli stack of elliptic curves andre g henriques the landweber exact functor theorem henning hohnhold sheaves in homotopy theory christopher l
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