Address: Department of Mathematics University of Michigan 530 Church Street Ann Arbor, MI 48109-1043 Office: 3851 East Hall Phone/Fax: 734.763-5301 / 734.763-0937 E-mail: sophiemg(at)umich(dot)edu
Representation theory : semisimple Lie groups and semisimple Lie algebras, canonical bases for the quantum groups, combinatorics of the canonical bases, flag varieties and Schubert varieties, ...
Relèvement géométrique de l'involution de Schützenberger et applications. (.PDF) (abstract) Defended on June 28, 2006 at Université Lyon 1, France Advisor: Philippe Caldero
Relèvement géométrique de l'involution de Schützenberger et applications. (.PDF) (abstract)
Relèvement géométrique de la base canonique et involution de Schützenberger, C.R. Acad.Sci. Paris. Ser. I337, 371-374, 2003 (.PDF) Realisation of Lusztig cones, (with P.Caldero, R.Marsh), Repres. Theory 8, 458-478, 2004 (.PDF) Geometric lifting of the canonical basis and semitoric degenerations of the Richardson varieties, Trans. Amer. Math. Soc. 360 (2008) 215-235. (.PDF) Representations of asl_2, submitted. (.PDF)
Relèvement géométrique de la base canonique et involution de Schützenberger, C.R. Acad.Sci. Paris. Ser. I337, 371-374, 2003 (.PDF)
Realisation of Lusztig cones, (with P.Caldero, R.Marsh), Repres. Theory 8, 458-478, 2004 (.PDF)
Geometric lifting of the canonical basis and semitoric degenerations of the Richardson varieties, Trans. Amer. Math. Soc. 360 (2008) 215-235. (.PDF)
Representations of asl_2, submitted. (.PDF)
Fall 2007 : Math 215 -- Sections 70 & 80 Winter 2007 : Math 255 -- Section 03 Fall 2006 : Math 115-- Section 018
Fall 2007 : Math 215 -- Sections 70 & 80
Winter 2007 : Math 255 -- Section 03
Fall 2006 : Math 115-- Section 018
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