Delft University of Technology

Welcome to the webpage of the chair of analysis at the Delft University of Technology.

Date | Location | Time | Title | Speaker(s) |
---|---|---|---|---|

May 1 |
TBA | TBA | TBA | Julien Royer |

May 8 |
EEMCS Lecture room Pi | 16.00-17.00 | TBA | Adrián González-Pérez |

June 8 |
EEMCS Lecture room Pi | 16.00-17.00 | TBA | Anna Geyer |

June 19 |
TBA | TBA | TBA | Martijn Caspers |

June 27 |
TBA | 16.00-17.00 | Harmonic Analysis in Rough Contexts | Pierre Portal |

Date | Location | Time | Title | Speaker(s) |
---|---|---|---|---|

March 23 |
EEMCS Lecture room L | 16.00-17.00 | $L^p$-valued Burkholder-Rosenthal inequalities and sharp estimates for stochastic integrals | Sjoerd Dirksen |

March 28 |
EEMCS Lecture room K | 16.00-17.00 | Spectral flow and the Riesz stability of the Atiyah-Singer Dirac operator under bounded perturbations of local boundary conditions. | Lashi Bandara |

April 3 |
EEMCS Lecture room G | 16.00-17.00 | TBA | Tom Vroegrijk |

April 6 |
TBA | 16.00-17.00 | Generation of semigroups for vector-valued pseudodifferential operators on the torus. | Robert Denk |

April 20 |
EEMCS Lecture room Pi | 16.00-17.00 | An Intersection Representation for Anisotropic Vector-valued Function Spaces. | Nick Lindemulder |

April 24 |
TBA | TBA | TBA | Constanza Rojas-Molina |

May 11 |
EEMCS Lecture room H | 14.50-15.50 | TBA | Lutz Weis |

May 11 |
EEMCS Lecture room H | 16.00-17.00 | TBA | Tuomas Hytönen |

Speaker | Title | Time | Location |
---|---|---|---|

Guido Sweers | Counterexamples for positivity | 13.45-14.15 | TN-Classroom 10 |

Jürgen Saal | Some interesting behavior of the Stokes operator in $L^1$ and $L^\infty$ spaces. | 14.20-14.50 | TN-Classroom 10 |

Roland Schnaubelt | Polynomial stability of a system of coupled strings | 14.55-15.25 | TN-Classroom 10 |

Coffee Break | 15.30-15.55 | TN-Classroom 10 | |

Jan Rozendaal | Stability theory for semigroups using $(L^p, L^q)$ Fourier multipliers | 15.55-16.25 | TN-Classroom 10 |

Lashi Bandara | Rough metrics, the Kato square root problem, and the continuity of a flow tangent to the Ricci flow | 16.30-17.00 | TN-Classroom 10 |