Collected Papers of K.-T. Chen / Edition 1

Collected Papers of K.-T. Chen / Edition 1

by Philippe Tondeur
     
 

Kuo-Tsai Chen (1923-1987) is best known to the mathematics community for his work on iterated integrals and power series connections in conjunction with his research on the cohomology of loop spaces. His work is intimately related to the theory of minimal models as developed by Dennis Sullivan, whose own work was in part inspired by the research of Chen.

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Overview

Kuo-Tsai Chen (1923-1987) is best known to the mathematics community for his work on iterated integrals and power series connections in conjunction with his research on the cohomology of loop spaces. His work is intimately related to the theory of minimal models as developed by Dennis Sullivan, whose own work was in part inspired by the research of Chen.

An outstanding and original mathematician, Chen's work falls naturally into three periods: his early work on group theory and links in the three sphere; his subsequent work on formal differential equations, which gradually developed into his most powerful and important work; and his work on iterated integrals and homotopy theory, which occupied him for the last twenty years of his life. The goal of Chen's iterated integrals program, which is a de Rham theory for path spaces, was to study the interaction of topology and analysis through path integration. The present volume is a comprehensive collection of Chen's mathematical publications preceded by an article, "The Life and Work of Kuo-Tsai Chen," placing his work and research interests into their proper context and demonstrating the power and scope of his influence.

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Product Details

ISBN-13:
9780817640057
Publisher:
Birkhauser Verlag
Publication date:
06/21/2001
Series:
Contemporary Mathematicians Series
Edition description:
2001
Pages:
734
Product dimensions:
9.21(w) x 6.14(h) x 1.56(d)

Table of Contents

[see attached for complete TOC]
Preface
• The Life and Work of K.-T. Chen / R. Hain and P. Tondeur
• Publications of Kuo-Tsai Chen

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