Geometria Complessa e Geometria Differenziale
Geometria Complessa e Geometria Differenziale
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New border rank lower bounds for matrix multiplication

JM Landsberg

created by daniele on 15 May 2020

27 may 2020 -- 17:00

Abstract.

WEBINAR

===Tensors and Algebraic Geometry===

organized by E. Angelini, L. Chiantini, G. Ottaviani, M. Mella

Recent advances in border rank and secant varieties of homogeneous varieties.

Wednesday May 27th 17pm (Central European time) https://meet.google.com/fct-jjzx-adx please connect 10 minutes in advance

JM Landsberg (Texas A&M)
New border rank lower bounds for matrix multiplication

Abstract: Progress on both upper and lower bounds for matrix multiplication have been stalled in the past few years. I will explain why it was stalled and how Buczynska-Buczynski's theory of border apolarity has opened doors to progress on lower and perhaps even upper bounds. If time permits, I will also explain new hurdles that will need to be surmounted. This is joint work with A. Conner and A. Harper.

Wednesday May 27th 18pm (Central European time) (same code than Landsberg talk) Amy Huang (Texas A&M) TBA

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