Date | Mar 26, 2019 |
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Speaker | Neal Bez |

Dept. | Saitama University |

Room | 27-116 |

Time | 15:30-16:20 |

The Brascamp-Lieb inequality provides a natural generalisation of the multilinear Hölder inequality, the Young convolution inequality and the Loomis-Whitney inequality. For a number of reasons, including applications to harmonic analysis and PDE, it is of interest to establish a nonlinear variant of the Brascamp-Lieb inequality. I will explain some recent work with Jon Bennett, Stefan Buschenhenke, Michael Cowling and Taryn Flock, where we establish such a nonlinear Brascamp-Lieb inequality in full generality.

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