Fields medalist Terence Tao will give a lecture on his proof of Sendov’s conjecture

In December 2020, Prof. Tao managed to make a major breakthrough in the proof of Sendov’s conjecture about the distribution of the critical points of a complex polynomial, proving this conjecture for sufficiently high degree polynomials.

2021-01-18T12:17:47+02:00Tuesday, 26 January 2021|Categories: News|Tags: , , , |

Talk by Terence Tao in memory of Acad. Blagovest Sendov

Colloquium talk in memory of Acad. B. Sendov organized by International Center for Mathematical Sciences – Sofia (ICMS-Sofia) Institute of the Mathematical Sciences of the Americas at the University of Miami (IMSA) Union of Bulgarian Mathematicians (UBM) Sendov's conjecture for sufficiently high degree polynomials Terence Tao, University of California, Los Angeles (UCLA) Winner of the Fields Medal 2006, the Breakthrough Prize in Mathematics 2014, the Crafoord Prize 2012 January 26, 2021, 6:15 pm EET (local Sofia time) Join Zoom Meeting: https://zoom.us/j/96005943833?pwd=cG9aalBjcTVZVy9LSHNLeVovalpIZz09 ABSTRACT POSTER (PDF)

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