Holmstrom Iwasawa theory MIGRATED TO MS

[CDATAIwasawa theory is a branch of number theory with important applications to class groups of number fields and to conjectures on special values of zeta functions. Here are some starting points for learning about Iwasawa theory.]

Book references:

Surveys and introductions online:

Manfred Kolster: K-theory and arithmetic (Very nice basic introduction to zeta values and Iwasawa theory)

The Kato ICM talk 2006

Surveys of Sujatha:

Surveys of Venjakob:

A survey of Greenberg. Other surveys, and a book draft, on Greenberg’s webpage

Matthias Flach surveys:

A survey by Mitchell from the Handbook of K-theory. (See also an interesting blog post of Eric Peterson here, for some possible connections with chromatic homotopy theory)

For noncommutative Iwasawa theory, here are some key papers:


Finally, a list of all papers on MathSciNet labelled with subject code 11R23, (Iwasawa theory) and the latest papers on arXiv

nLab page on Iwasawa theory MIGRATED TO MS

Created on June 9, 2014 at 21:16:15 by Andreas Holmström