The seminar meets ** on Tuesdays 10am--12:00am** at MPI.

Before The Break | ||||

1 | October 7 | E. Reinecke | D-modules | |

2 | October 14 | T. Wehrhan | Operations on D-modules I | |

3 | October 21 | T. Wehrhan | Operations on D-modules II | |

4 | October 28 | B. Zavyalov | Kashiwara's equivalence | |

5 | November 2 | B. Zavyalov | Holonomic D-modules | |

6 | November 9 | G. Andreychev | 6-functor formalism for D-modules | |

7 | November 16 | G. Andreychev | Riemann--Hilbert correspondence | |

8 | November 23 | M. Zhang | Vanishing cycles & gluing for perverse sheaves | |

9 | November 30 | M. Zhang | Vanishing cycles & gluing for perverse sheaves II | |

10 | December 7 | M. Kubrak | V-filtration & vanishing cycles for D-modules | |

11 | December 13 | M. Kubrak | V-filtration & vanishing cycles for D-modules II |

After The Break | ||||

12 | January 18 | J. Simental | Hodge structures & variations of Hodge structures | |

13 | January 25 | J. Simental | Hodge structures & variations of Hodge structures II | |

14 | January 31 | H. Guo | Variations of Hodge structures on curves | |

15 | February 7 | H. Guo | Variations of Hodge structures on curves II | |

15 | February 14 | H. Guo | Variations of Hodge structures on curves III | |

15 | February 28 | H. Guo | Polarizable Hodge modules on curves | |

16 | March, 7 | E. Reinecke | Pure Hodge modules | |

17 | March, 11 | E. Reinecke | Pure Hodge modules II | |

18 | March, 22 | M. Kubrak | Application of Hodge Modules | |

19 | March, 29 | B. Zavyalov | Mixed Hodge Modules |

Here are some references that may be useful:

[MPI] Seminar on mixed Hodge modulesm, MPI

[NM] Graduate Seminar on Hodge Modules, Northeastern University and MIT

[H] Seminar on Mixed Hodge Modules, Harvard

[Mil] Reading seminar on D-Modules and Mixed Hodge Modules, Univeristy of Milano

[K] D-modules and microlocal calculus, M. Kashiwara

[B] Algebraic Theory of D-modules, Bernstein's notes

[G] Lectures on D-modules, Ginzburg's notes

[S] Introduction to the Theory of D-modules, Sabbah's notes

[W] D-modules and the Riemann-Hilbert Correspondence, minor thesis of C. Wang

[V] Hodge theory and complex algebraic geometry, C. Voisin

[Schm] Variation of Hodge structure: the singularities of the period mapping, W. Schmid

[Schn] An overview of Morihiko Saito's theory of Mixed Hodge Modules, C. Schnell

[Sab] Introduction to Mixed Hodge Modules, C. Sabbah

[S0] A young person's guide to mixed Hodge Modules, M. Saito

[S1] Modules de Hodge polarisables, M. Saito

[S2] Mixed Hodge modules, M. Saito

[S3] On the definition of mixed Hodge modules, M. Saito