Eigenconfigurations of Tensors

Published 21 May 2015 in math.AG, math.DS, math.OC, and math.SP | (1505.05729v2)

Abstract: Square matrices represent linear self-maps of vector spaces, and their eigenpoints are the fixed points of the induced map on projective space. Likewise, polynomial self-maps of a projective space are represented by tensors. We study the configuration of fixed points of a tensor or symmetric tensor.

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