Description: | [DMS seminar] Prof. Sundaram Thangavelu (Indian Institute of Science,) -- How to define Fourier transform on Heisenberg groups? |

Date: | Monday, Feb 27, 2023 |

Time: | 3 p.m. - 4 p.m. |

Venue: | 108, A P C Ray |

Details: | The usual definition of Fourier transform on the Heisenberg $ \mathbb{H}^n $ is in terms of the Schr\"odinger representations $ \pi_\lambda $ which makes it operator valued and hence unwieldy and not suitable for studying several problems in harmonic analysis on $ \mathbb{H}^n.$ In this talk, which is based on a recent article, we propose a scalar valued Fourier transform that shares several properties with the Helgason Fourier transform on noncompact rank one Riemannian symmetric spaces. Reference: S. Thangavelu, A scalar valued Fourier transform for the Heisenberg group arXiv:2206.00883 |

Calendar: | Seminar Calendar (entered by sayan.bagchi) |

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