Organizers: Lior Silberman, Julia Gordon, Bill Casselman.

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

- The main reference will be [1] below. The material is also covered in [2]. We will assume familiarity with local fields and the representation theory of finite groups.
- To take the seminar for credit please register for MATH 592, section 101.
Your grade will mainly be determined based on your lectures.
- We will meet on Tuesdays between 2-4pm in MATH 126.

Unless noted otherwise, references are to Bushnell-Henniart.

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

1. 6/9 | Organization | — | |

2. 13+20/9 | GL(2) over finite fields | Justin | Ch. II |

3. 20+27/9 | Smooth representations of l.c.t.d. groups | Jay | Ch. I |

4. 4+11/10 | Integration and the Hecke algebra | Asif | Ch. I |

5. 11+18/10 | Representations of the mirabolic subgroup | Lance | Ch. III |

6. 25/10+1/11 | Jacquet modules and the principal series | Athena | Ch. III |

7. 8+15/11 | The Kirillov model | Saman | [2] |

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

[1] | C. Bushnell & G. Henniart | The Local Langlands Conjecture for GL(2) | GdmW 335 |

[2] | R. Godement | Notes on Jacquet-Langlands Theory | IAS Notes |

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