Charles Whittlesey Curtis, Ph.D.
Affiliations: | 1951 | Mathematics | Yale University, New Haven, CT |
Area:
Rings, AlegbraGoogle:
"https://en.wikipedia.org/wiki/Charles_W._Curtis"Parents
Sign in to add mentorNathan Jacobson | grad student | 1951 | Yale | |
(Additive Ideal Theory in General Rings) |
BETA: Related publications
See more...
Publications
You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect. |
Curtis CW. (2020) On the irreducible components of a Gelfand–Graev representation of a finite Chevalley group Pacific Journal of Mathematics. 307: 109-119 |
Curtis CW. (2015) Notes on the structure constants of hecke algebras of induced representations of finite Chevalley groups Pacific Journal of Mathematics. 279: 181-202 |
Curtis CW. (2012) New Directions in Representation Theory Milan Journal of Mathematics. 80: 151-167 |
Curtis CW, Shinoda K. (1999) Unitary Kloosterman Sums and the Gelfand–Graev Representation of GL2☆☆☆ Journal of Algebra. 216: 431-447 |
Curtis CW. (1993) On the Gelfand-Graev Representations of a Reductive Group over a Finite Field Journal of Algebra. 157: 517-533 |
Curtis CW. (1992) Representation Theory of Finite Groups: from Frobenius to Brauer The Mathematical Intelligencer. 14: 48-57 |
Kenschaft PC, Kumpel PG, Thorpe JA, et al. (1986) Linear Algebra.@@@Linear Algebra: An Introductory Approach.@@@Linear Algebra with Applications.@@@Applications of Linear Algebra. American Mathematical Monthly. 93: 746 |
Curtis CW. (1985) On Lusztig's isomorphism theorem for Hecke algebras Journal of Algebra. 92: 348-365 |
Curtis CW. (1980) Truncation and duality in the character ring of a finite group of Lie type Journal of Algebra. 62: 320-332 |
Curtis CW. (1976) A Note on the Connections between the Generalized Characters of Deligne and Lusztig and the Cuspidal Characters of Reductive Groups over Finite Fields Journal of the London Mathematical Society-Second Series. 405-412 |