*Date* |
*Speaker* | *Seminar* | *Title* |

Monday, September 18, 2017 Start: 4:00 PM
Location: 1866 East Hall |
**Guilherme Silva**
*University of Michigan* | Integrable Systems and Random Matrix Theory | Products of independent random matrices |

Monday, September 25, 2017 Start: 4:00 PM
Location: 1866 East Hall |
**Guilherme Silva**
*University of Michigan* | Integrable Systems and Random Matrix Theory | Products of coupled random matrices |

Monday, October 02, 2017 Start: 4:00 PM
Location: 1866 East Hall |
**Brad Rodgers**
*University of Michigan* | Integrable Systems and Random Matrix Theory | Products of random matrices, and an application to Rudin-Shapiro polynomials |

Monday, October 09, 2017 Start: 4:00 PM
Location: 1866 East Hall |
** **
| Integrable Systems and Random Matrix Theory | No seminar |

Monday, October 16, 2017 Start: 4:00 PM
Location: 1866 East Hall |
** **
| Integrable Systems and Random Matrix Theory | No seminar - fall study break |

Monday, October 23, 2017 Start: 4:00 PM
Location: 1866 East Hall |
**Baofeng Feng**
*The University of Texas Rio Grande Valley* | Integrable Systems and Random Matrix Theory | The complex sine/sinh-Gordon equations and the complex short pulse equation |

Monday, November 06, 2017 Start: 4:00 PM
Location: 1866 East Hall |
**Asad Lodhia**
*University of Michigan* | Integrable Systems and Random Matrix Theory | A tutorial on Spiked PCA using Linear Spectral Statistics |

Monday, November 13, 2017 Start: 4:00 PM
Location: 1866 East Hall |
**Chaya Norton**
*Concordia University and Centre de Recherches Mathematiques (CRM), Montreal* | Integrable Systems and Random Matrix Theory | Symplectic aspects of a monodromy map |

Monday, November 20, 2017 Start: 4:00 PM
Location: 1866 East Hall |
**Lu Wei**
*University of Michigan-Dearborn* | Integrable Systems and Random Matrix Theory | On the exact moments of von Neumann entropy of quantum bipartite systems |

Monday, November 27, 2017 Start: 4:00 PM
Location: 1866 East Hall |
**Hao Wu**
*University of Michigan* | Integrable Systems and Random Matrix Theory | TBA |