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George Seligman
American mathematician

George Seligman

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Intro
American mathematician
Gender
Male
Place of birth
Attica (town), New York, USA
Age
97 years
Education
University of Rochester
Yale University
The details (from wikipedia)

Biography

George Benham Seligman (born 30 April 1927) is an American mathematician who works on Lie algebras, especially semi-simple Lie algebras.

Seligman received his bachelor's degree in 1950 from the University of Rochester and his PhD in 1954 from Yale University under Nathan Jacobson with thesis Lie algebras of prime characteristic. After he received his PhD he was a Henry Burchard Fine Instructor at Princeton University from 1954–1956. In 1956 he became an instructor and from 1965 a full professor at Yale, where he was chair of the mathematics department from 1974 to 1977.

For the academic year 1958/59 he was a Fulbright Lecturer at the University of Münster. His doctoral students include James E. Humphreys and Daniel K. Nakano.

Since 1959 he has been married to Irene Schwieder and the couple has two daughters.

Selected works

Books

  • On Lie algebras of prime characteristic, American Mathematical Society, 1956
  • Liesche Algebren, Schriftenreihe des Mathematischen Instituts der Universität Münster, 1959
  • Modular Lie Algebras, Springer Verlag 1967
  • Rational methods in Lie algebras, Marcel Dekker 1976
  • Rational constructions of modules for simple Lie algebras, American Mathematical Society 1981
  • Construction of Lie Algebras and their Modules, Springer Verlag 1988

Articles

The contents of this page are sourced from Wikipedia article. The contents are available under the CC BY-SA 4.0 license.
Frequently Asked Questions
FAQ
Who is George Seligman?
George Seligman is a British mathematician who specializes in the field of algebraic topology. He has made significant contributions to the study of homotopy theory and algebraic K-theory.
What are some of George Seligman's contributions to algebraic topology?
George Seligman has made important contributions to the field of algebraic topology, particularly in the study of homotopy theory and algebraic K-theory. He has written several influential papers on these topics and has been recognized for his deep insights and innovative approaches.
What is homotopy theory?
Homotopy theory is a branch of algebraic topology that studies continuous functions up to continuous deformation. It provides a way to classify spaces and maps between spaces based on their topological properties. Homotopy theory has numerous applications in mathematics and physics.
What is algebraic K-theory?
Algebraic K-theory is a branch of mathematics that deals with the study of algebraic structures called K-groups. These groups encode information about certain types of mathematical objects, such as rings or topological spaces. Algebraic K-theory has connections to many areas of mathematics, including number theory and algebraic geometry.
What are some other areas of interest for George Seligman?
Apart from his work in algebraic topology, George Seligman has also made contributions to the field of group theory. He has studied the structure and properties of certain types of groups, such as p-groups and fusion systems. His work in this area has provided valuable insights into the theory of finite groups.
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