Organizers: Lior Silberman, Julia Gordon, Bill Casselman.

Contact: lior | @ | math.ubc.ca | ; MATH 229B | ; 604-827-3031 |

- References are listed below. We will assume multivariable calculus and the representation theory of finite groups.
- To take the seminar for credit please register for MATH 592B, section 201.
Your grade will mainly be determined based on your lectures.
- We will meet on Fridays 11:00-12:30 in MATH 126.

Meeting | Title | Speaker | Notes & References |
---|---|---|---|

1. 6/1 | Organization | — | |

2. 13/1 | The group $\SL_2(\R)$ | Asif Zaman | |

3. 20/1 | The Bargmann classification I | Xinyu Liu | |

4. 27/1 | The Bargmann classification II | Xinyu Liu | |

5. 10/2 | The Discrete Series I | Athena Nguyen | |

6. 17/2 | The Discrete Series II | Athena Nguyen | |

7. 2/3 | Asymptotics of matrix coefficients | Asif Zaman | |

7. 9/3 | The Poisson Summation Formula | Lior Silberman | |

8. 16/3 | The trace formula for compact quotients | XinYu Liu | |

9. 30/3 | Dimensions of spaces of holomorphic newforms | Athena Nguyen | |

8. 6/4 | Weyl's law for a compact quotient |

Author(s) | Title | Data | |
---|---|---|---|

[1] | A. Knapp | Representation Theory of Semisimple Groups | Princeton University Press |

[2] | S. Lang | SL_2(R) | GTM 105 |

Back to my homepage.

Clarification: the writings on
these pages are made available for traditional academic reuse. If you wish
to republish substantial portions (including in "derivative works")
please ask me for permission.
The material is **expressly excluded** from the terms of
UBC Policy 81.

Author(s) | Title | Data | |
---|---|---|---|

[1] | A. Knapp | Representation Theory of Semisimple Groups | Princeton University Press |

[2] | S. Lang | SL_2(R) | GTM 105 |

Back to my homepage.

Clarification: the writings on
these pages are made available for traditional academic reuse. If you wish
to republish substantial portions (including in "derivative works")
please ask me for permission.
The material is **expressly excluded** from the terms of
UBC Policy 81.