Date | Sep 05, 2022 |
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Speaker | Shobu Shiraki |

Dept. | Nagoya University |

Room | 27-116 |

Time | 16:30-18:30 |

Tomography such as X-ray transform or Radon transform is a very effective tool in a variety of areas and Harmonic analysis is not an exception.

In 2020 Bennett and Nakamura revealed an interesting connection between Radon transform and extension operator on the sphere, a typical (n-1)-dimensional submanifold.

In this talk, I will explain our recent results that generalize their results in any intermediate dimensional manifolds. Consequently, our identity gives a new perspective of the identity obtained by Bennett--Iliopoulou as an application. This work is based on joint work with Jon Bennett and Shohei Nakamura.

TEL 02-880-5857,6530,6531 / FAX 02-887-4694