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Collected Papers
Details
Kenkichi Iwasawa was one of the most original and influential mathematicians of the twentieth century. He made a number of fundamental contributions in group theory and algebraic number theory. In group theory, he created the theory of (L)-groups (including the structure theorem called "Iwasawa decomposition"), which played an important role in the solution of Hilbert's Fifth Problem. In number theory, he constructed a beautiful theory on Z p -extensions, now called "Iwasawa theory", realizing the deep analogy between number fields and algebraic function fields. Iwasawa theory has had a strong influence on the recent development of arithmetic algebraic geometry, including the solution of Fermat's Last Theorem. This volume of the collected papers of K. Iwasawa contains all 66 of his published papers, including 11 papers in Japanese, for which English abstracts by the editors are attached. In addition, the volume contains 5 papers unpublished until 2001. Also included is a masterly summary of Iwasawa theory by J. Coates (The University of Cambridge).
Inhalt
Volume 1: Preface by Editorial Committee. Introduction by Editorial Committee. Iwasawa's work in algebraic number theory (by John Coates, Cambridge University). Iwasawa's Papers Ä1Ü-Ä36Ü which includes 7 Japanese papers with English Abstract. Bibliography.- Volume 2: Iwasawa's Papers Ä37Ü-Ä66Ü which includes 4 Japanese papers with English Abstract. Iwasawa's 5 Unpublished Papers. Bibliography.
Weitere Informationen
- Allgemeine Informationen
- GTIN 09784431550556
- Editor Kato Kazuya, Shoichi Nakajima, Genjiro Fujisaki, Masato Kurihara
- Beiträge von John Coates
- Sprache Englisch
- Auflage 2001
- Größe H235mm x B155mm x T48mm
- Jahr 2015
- EAN 9784431550556
- Format Kartonierter Einband
- ISBN 4431550550
- Veröffentlichung 20.05.2015
- Titel Collected Papers
- Autor Kenkichi Iwasawa
- Untertitel Japan/engl/dt - 2 Bde, Springer Collected Works in Mathematics
- Gewicht 1334g
- Herausgeber Springer Japan
- Anzahl Seiten 900
- Lesemotiv Verstehen
- Genre Mathematik