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 |

## Calendar

## Course Info

##### Instructors

##### Departments

##### As Taught In

Spring
2004

##### Level

##### Topics

##### Learning Resource Types

*notes*Lecture Notes

*group_work*Projects with Examples