Daniel Reuben Krashen

Born:

place:

Bachelor of Arts in Mathematics (1994), Oberlin College

Ph.D. in Mathematics (2001) University of Texas at Austin
thesis: Birational isomorphisms between Severi-Brauer varieties; David J. Saltman

Gibbs assistant professor, Dept. of Math, Yale University

personal or universal URL: http://www.math.yale.edu/users/dkrashen/
email: dkrashen@math.ucla.edu

From 2001 until 2003, Dr. Krashen was a Vigre Assistant Professor in the Department of Mathematics, at the University of California, Los Angeles. Currently he is a Gibbs assistant professor, Dept. of Math, Yale University

RESEARCH

Research Interests Algebra, Algebraic Geometry: Finite dimensional division algebras, Severi-Brauer varieties

PUBLICATIONS

Daniel Krashen, Severi-Brauer varieties of semidirect product algebras,
(in Documenta Mathematica, 8 (2003), 527-546.

Daniel Krashen and David Saltman, Symmetric powers of fields, Invariant theory and algebraic transformation groups III, Encyclopaedia of Mathematical Sciences, Springer-Verlag.

 

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