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Multiplicative string orientations of p-local and p-complete real K-theory

URN to cite this document:
urn:nbn:de:bvb:355-epub-303864
Nerf, Christian
Date of publication of this fulltext: 07 Jul 2014 14:56


Abstract (English)

In their work "Multiplicative orientations of ko-theory and of the spectrum of topological modular forms" Ando, Hopkins and Rezk showed, that there exists a multiplicative string orientation of p-complete real K-theorie for every prime p. In this work it is shown, that there exist uncountably many multiplicative string orientations of p-complete and p-lokal real K-theory. To prove this results we use mainly p-adic measure theory.

Translation of the abstract (German)

Ando, Hopkins und Rezk haben in Ihrer Arbeit "Multiplicative orientations of ko-theory and of the spectrum of topological modular forms" gezeigt, dass es für jede Primzahl p eine multiplikative String-Orientierung von p-vollständiger reeller K-Theorie existiert. In dieser Arbeit wird gezeigt, dass sogar überabzählbar viele multiplikative String-Orientierungen von p-vollständiger und p-lokaler ...

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