Difference between revisions 4032620 and 4215020 on simplewiki

{{complex|date=February 2012}}
{{Orphan|date=February 2012}}
In [[number theory]], '''Iwasawa theory''' is a [[Galois module]] theory of [[ideal class group]]s, started by [[Kenkichi Iwasawa]], in the 1950s, as part of the theory of [[cyclotomic field]]s. In the early 1970s, [[Barry Mazur]] thought about generalizations of Iwasawa theory to Abelian Varieties. Later, in the early 90s, [[Ralph Greenberg]] has suggested an Iwasawa theory for [[motive (algebraic geometry)|motives]](contracted; show full)
* {{cite journal | author = [[Andrew Wiles]]| year = 1990 |  title = ''The Iwasawa Conjecture for Totally Real Fields'' | journal = Annals of Mathematics | volume = 131 | issue = 3 | pages = 493-540 }}
* {{cite journal | author = [[Chris Skinner]] and [[Eric Urban]]| year = 2002 |  title = ''Sur les deformations p-adiques des formes de Saito-Kurokawa'' | journal = C. R. Math. Acad. Sci. Paris | volume =335 | issue = 7 | pages = 581-586 }}

[[Category:Number theory]]
⏎
⏎
[[ca:Teoria d'Iwasawa]]
[[de:Iwasawa-Theorie]]
[[en:Iwasawa theory]]
[[es:Teoría de Iwasawa]]
[[fr:Théorie d'Iwasawa]]
[[it:Teoria di Iwasawa]]
[[he:תורת איווסווה]]
[[nl:Iwasawa-theorie]]
[[ja:岩澤理論]]
[[pt:Teoria de Iwasawa]]
[[fi:Iwasawan teoria]]
[[sv:Iwasawa-teori]]
[[zh:岩澤理論]]