
- Localization and Representation Theory of Reductive Lie Groups
- Math 2270-1 Midterm 2, March 5, 2010 Problem 1 (20 points). Consider the vectors
- Math 2270-1 Midterm 1, February 2, 2011 Problem 1 (20 points). Find all solutions of the linear system
- NOTES ON RIEMANN'S ZETA FUNCTION DRAGAN MILICIC
- Math 2270-1 Midterm 1, February 5, 2010 Problem 1 (20 points). Find all solutions of the linear system
- Lectures on Algebraic Theory of D-Modules Dragan Milicic
- ON THE COHOMOLOGICAL DIMENSION OF THE LOCALIZATION FUNCTOR
- Lectures on Algebraic Theory of D-Modules Dragan Milicic
- Math 2270-1 Midterm 4, April 24, 2009 Problem 1 (25 points). Calculate the inverse A-1
- EQUIVARIANT DERIVED CATEGORIES, ZUCKERMAN FUNCTORS AND LOCALIZATION
- Lectures on Lie Groups Dragan Milicic
- INTERTWINING FUNCTORS AND IRREDUCIBILITY OF STANDARD HARISH-CHANDRA SHEAVES
- THE COMPOSITION SERIES OF MODULES INDUCED FROM WHITTAKER MODULES
- Proceedings of Symposia in Pure Mathematics Volume 68, 2000
- Lectures on Derived Categories Dragan Milicic
- Lectures on differential equations in complex domains
- Math 2270-1 Midterm 2, March 2, 2011 Problem 1 (25 points). Consider the vectors
- Math 2270-1 Midterm 3, March 30, 2011 Problem 1 (25 points). Let V be the vector subspace in R4
- Math 2270-1 Midterm 4, April 20, 2011 Problem 1 (30 points). Consider the matrix
- Math 2270-1 Midterm 3, April 2, 2010 Problem 1 (20 points). Let
- Math 2270-1 Midterm 4, April 23, 2010 Problem 1 (25 points). Consider the linear transformation from R3
- 1. Jordan Lemma Let R0 be a positive number and a a real number with |a| < R0. Let
- Lectures on Algebraic Theory of D-Modules Dragan Milicic
- TWISTED HARISH-CHANDRA SHEAVES AND WHITTAKER MODULES: THE NON-DEGENERATE CASE
- ON DEGENERATION OF THE SPECTRAL SEQUENCE FOR THE COMPOSITION OF ZUCKERMAN FUNCTORS
- Contemporary Mathematics Volume 154, 1993
- Math 2270-3 Take Home Midterm 1, February 5, 2012 Show all work!
- 1. Jordan Lemma Let R0 be a positive number and a a real number with |a| < R0. Let
- Math 2270-1 Midterm 2, March 2, 2011 Problem 1 (25 points). Consider the vectors
- Math 2270-1 Midterm 4, April 20, 2011 Problem 1 (30 points). Consider the matrix
- Math 2270-1 Midterm 3, March 30, 2011 Problem 1 (25 points). Let V be the vector subspace in R4
- Math 2270-1 Midterm 1, February 2, 2011 Problem 1 (20 points). Find all solutions of the linear system