Random Matrix Theory and Its Applications

Calendar

SES #	TOPICS
1	Introduction
2	Matrix Jacobians (the 2x2 case)
3	Matrix Jacobians (the 2x2 case) (cont.)
4	Matrix Jacobians (the 3x3 case)
5	Matrix Jacobians and Spherical Coordinates
6	Matrix Jacobians with Wedge Products
7	Mechanics of Wedging
8	Plucker Coordinates
9	Jacobians of Matrix Factorizations
10	Jacobians of Matrix Factorizations (cont.)
11	Householder Transformations and the Stiefel Manifold
12	The Cauchy-Binet Theorem
13	Matrix Jacobians Interpreted Using the Cauchy-Binet Theorem
14	Telatar’s Paper and the Cauchy-Binet Theorem
15	Level Densities and the Cauchy-Binet Theorem
16	Orthogonal Polynomials
17	Matrix Integrals and Orthogonal Polynomials
18	Hypergeometric Functions of Matrix Arguments
19	Hypergeometric Functions of Matrix Arguments (cont.)
20	Computing Multivariate Orthogonal Polynomials Symbolically
21	Random Matrix Theory and Wireless Communications - I
22	Random Matrix Theory and Wireless Communications - II
23	Random Matrix Theory and Wireless Communications - III
24	Projects
25	Projects (cont.)
26	Projects (cont.)
27	Projects (cont.)
28	Advances and Open Research Areas in Random Matrix Theory