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Sommers, Eric - Department of Mathematics and Statistics, University of Massachusetts at Amherst
A CHARACTERIZATION OF DYNKIN ELEMENTS PAUL E. GUNNELLS AND ERIC SOMMERS
EXPONENTS FOR BSTABLE IDEALS ERIC SOMMERS AND JULIANNA TYMOCZKO
NORMALITY OF NILPOTENT VARIETIES IN E 6 ERIC SOMMERS
LUSZTIG'S CANONICAL QUOTIENT AND GENERALIZED DUALITY ERIC SOMMERS
COHOMOLOGY OF LINE BUNDLES ON THE COTANGENT BUNDLE OF A GRASSMANNIAN
EXPONENTS FOR B-STABLE IDEALS ERIC SOMMERS AND JULIANNA TYMOCZKO
NORMALITY OF VERY EVEN NILPOTENT VARIETIES IN D2l ERIC SOMMERS
LOCAL SYSTEMS ON NILPOTENT ORBITS AND WEIGHTED DYNKIN DIAGRAMS
LUSZTIG'S CANONICAL QUOTIENT AND GENERALIZED DUALITY ERIC SOMMERS
NORMALITY OF NILPOTENT VARIETIES IN E6 ERIC SOMMERS
nmj183-05-ideals_final_rev_2 : 2006/8/17(16:29) E. N. Sommers
A GENERALIZATION OF THE BALACARTER THEOREM FOR NILPOTENT ORBITS
1. FOR THE PAPER: NORMALITY OF NILPOTENT VARIETIES IN E 6 Proposition Demazure refers to Proposition 4.1 in that paper. All cohomologies refer to cohomol
A FAMILY OF AFFINE WEYL GROUP REPRESENTATIONS
A CHARACTERIZATION OF DYNKIN ELEMENTS PAUL E. GUNNELLS AND ERIC SOMMERS
NORMALITY OF VERY EVEN NILPOTENT VARIETIES IN D 2l ERIC SOMMERS
Math TAP, Fall 2003 Instructor: Eric Sommers
Ideals in the nilradical of a Borel subalgebra, Part I
LOCAL SYSTEMS ON NILPOTENT ORBITS AND WEIGHTED DYNKIN DIAGRAMS
CONJECTURES FOR SMALL REPRESENTATIONS OF THE EXCEPTIONAL GROUPS
