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Linear subspaces of real matrices without rank one matrices

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If you have a question about this talk, please contact Valentin Hübner.

Abstract: The variational approach to material microstructure requires the understanding of ‘rank-one connections in 3×3 matrices’ and subspaces without rank one matrices. I will discuss some results related to these. I will talk about
  1. a bilinear inequality in Euclidean spaces,
  2. a maximal extension result of linear subspaces without rank-one matrices in the space of mxn real matrices, and
  3. a result on the largest dimension of subspaces of incompatible linear elastic strains.

We welcome you to join us after the talk at “La Margherita”. It’s a great chance to talk with other audience members and Dr Zhang. If you would like to know more about the topic, this is a great opportunity to do so. You can sign up by following this link: https://goo.gl/forms/NYwHMCxx7VDsBoZT2!

Entry to the talk is free to members and £2 for non-members. You can sign up for life membership on the door for only £10! Snacks and refreshments will also be provided.

This talk is part of the The Archimedeans (CU Mathematical Society) series.

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