1153

Date | Feb 21, 2018 |
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Speaker | Torsten Ehrhardt |

Dept. | UC Santa Cruz |

Room | 129-301 |

Time | 15:30-17:00 |

The inversion of $ntimesn$
matrices which are a sum of a Toeplitz and a Hankel matrix (briefly, T+H matrices) has been studied for a long time. It is known that the inverses of (nonsingular) T+H matrices are also matrices with a special structure, so-called T+H Bezoutians. The converse problem, namely the inversion of T+H Bezoutians has been given little attention. In this talk I will present some of the recent results concerning the inversion of centrosymmetric or centroskewsymmetric T+H Bezoutians. Open problems will also be mentioned.

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