George Seligman
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American mathematician
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George Seligmanmathematics Degrees
Mathematics
#3904
World Rank
#5648
Historical Rank
#1395
USA Rank
Measure Theory
#4227
World Rank
#4983
Historical Rank
#1187
USA Rank
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Mathematics
George Seligman's Degrees
- PhD Mathematics Princeton University
- Masters Mathematics Stanford University
Why Is George Seligman Influential?
(Suggest an Edit or Addition)According to Wikipedia, George Benham Seligman is an American mathematician who works on Lie algebras, especially semi-simple Lie algebras. Biography 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.
George Seligman's Published Works
Published Works
- Modular Lie Algebras (1968) (163)
- Rational methods in Lie algebras (1976) (68)
- Lie Algebras of Classical Type (1957) (34)
- ON AUTOMORPHISMS OF LIE ALGEBRAS OF CLASSICAL TYPE. II (1960) (30)
- On Lie Algebras of Prime Characteristic (1970) (25)
- Characteristic ideals and the structure of Lie algebras (1957) (19)
- Some Remarks on Classical Lie Algebras (1957) (16)
- Some results on Lie $p$-algebras (1967) (15)
- Constructions of Lie Algebras and their Modules (1988) (10)
- Rational Constructions of Modules for Simple Lie Algebras (1981) (9)
- Algebraists' homage : papers in ring theory and related topics (1982) (5)
- On idempotents in reduced enveloping algebras (2003) (3)
- Kac-Moody modules and generalized Clifford algebras (1989) (3)
- Algebraic Lie algebras (1968) (3)
- ON A CLASS OF SEMISIMPLE RESTRICTED LIE ALGEBRAS. (1954) (3)
- On some commutative unipotent groups (1968) (3)
- Mappings into symmetric powers (1980) (2)
- Generalized even Clifford algebras (1983) (1)
- Spin-like modules for certain infinite-dimensional lie algebras (1986) (1)
- Construction of modules with prescribed relative highest weights, for the isotropic algebras of chapter 3 (1988) (1)
- Book Review: Lie algebras with triangular decompositions (1996) (1)
- Advanced Problems: 5560-5569 (1968) (1)
- Higher even clifford algebras (1983) (1)
- Review: Victor G. Kac, Infinite dimensional Lie algebras (1987) (1)
- ( 1910 – 1999 ) (2000) (0)
- VIII. Exceptional Types I: ₄ with Associative Coefficients (1981) (0)
- VI. Construction of Representations: Type C (Second Kind) (1981) (0)
- Comparison of the Modular and Non-modular Cases (1967) (0)
- IX. Exceptional Types II: Lie Algebras Coordinatized by Octonions (1981) (0)
- V. Construction of Representations: Type A and Type C (First Kind) (1981) (0)
- XI. Exceptional Types IV: Relative Type ₂ (1981) (0)
- Automorphisms of the Classical Algebras (1967) (0)
- II. Behavior upon Splitting. Cartan Multiplication (1981) (0)
- Appendices: Splitting Information (1981) (0)
- Representations of exceptional algebras constructed from quadratic forms (1988) (0)
- VII. Modules for Lie Algebras of Quadratic Forms (1981) (0)
- Representations of certain classical Lie algebras (1981) (0)
- Forms of the Classical Lie Algebras (1967) (0)
- An introductory example: sl(n,D) (1988) (0)
- A century of mathematics in America: 3 vols. Peter A. Duren, Ed. Providence, Rhode Island (American Mathematical Society). 1988 (1991) (0)
- Construction of exceptional algebras from quadratic forms (1988) (0)
- I. Generalities on Finite-Dimensional Modules (1981) (0)
- X. Exceptional Types III: Relative Type ₁ (1981) (0)
- IV. Structure of Symmetric Powers (1981) (0)
- Construction of modules for the super-exceptional algebras of rank one (1988) (0)
- III. Mappings Satisfying Symmetric Identities (1981) (0)
- Involutorial algebras and modules for their skew elements (1988) (0)
- Notes on the Selection and Care of Polar Footwear (1940) (0)
- Classical Semisimple Lie Algebras (1967) (0)
- Non-reduced excepticnal algebras with a one-dimensional root space (1988) (0)
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What Schools Are Affiliated With George Seligman?
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