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Scientific Publishing Galois-Teichmuller Theory and Arithmetic Geometry - Advanced Studies 63

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Description

This comprehensive volume from the Mathematical Society of Japan collects twenty-four articles exploring Galois-Teichmuller theory and arithmetic geometry, building on Grothendieck's foundational work from the 1980s. The book spans developments in anabelian geometry, Galois representations, polylogarithms, multiple zeta values, motives, and rational points on arithmetic varieties, with contributions from leading international speakers who presented at two meetings held in Kyoto in October 2010. The collection combines both survey articles and research papers, offering both accessibility for readers new to these advanced topics and depth for specialists investigating effectiveness questions in arithmetic geometry. This Advanced Studies in Pure Mathematics volume provides essential reference material for researchers and graduate students engaged with modern number theory and its intersections with algebraic geometry.

Key Features

Contains twenty-four peer-reviewed articles by international experts on Galois-Teichmuller theory and arithmetic geometry.

Covers anabelian geometry, Galois representations, polylogarithms, and multiple zeta values within a unified framework.

Includes both survey articles and original research papers suitable for graduate-level study.

Based on proceedings from international meetings in Kyoto, October 2010, featuring leading mathematicians.

Addresses effectiveness questions and rational points on arithmetic varieties relevant to contemporary research.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
01 October 2012
Listed Since
13 December 2012

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