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 |

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Clarification: the writings on
these pages are generally my own creations (to which I own the copyright),
and 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 generally my own creations (to which I own the copyright),
and 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.