The mathematics of Donald Gordon Higman
Eiichi Bannai, Robert L. Griess, Jr., Cheryl Praeger, Leonard Scott
TL;DR
This paper explores the mathematical contributions and life of Donald Gordon Higman, highlighting his work in representation theory, algebraic combinatorics, and the discovery of a sporadic simple group.
Contribution
It provides a comprehensive overview of Higman's mathematical achievements and his role in discovering a sporadic simple group, emphasizing his influence in algebra and combinatorics.
Findings
Higman's significant contributions to representation theory and algebraic combinatorics
Discovery and construction of a sporadic simple group by Higman and Sims
Impact of Higman's work on the development of group theory
Abstract
This is about the mathematics and life of Donald Gordon Higman, 1928-2006. He did important work in representation theory of groups and algebras and in algebraic combinatorics. Charles C. Sims and Donald Higman discovered and constructed one of the sporadic simple groups.
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Taxonomy
TopicsGeometric and Algebraic Topology · Finite Group Theory Research · semigroups and automata theory