On Wednesday the 31st of January 2018 Dr Lukasz Grabowski (Lancaster University) visited Lincoln and gave a talk “Quotients of groups by torsion elements”.
Abstract: Our recent result with Gabor Elek deals with the variant of the “Halmos problem” for the rank metric. A particular case is as follows: if A and B are either unitary or self-adjoint matrices that almost commute with respect to the rank metric, then one can find commuting matrices C and D which are close in the rank metric to the matrices A and B respectively.
Reblogged this on Maths & Physics News.
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