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Rank-one perturbations of matrix pencils

Published 18 Dec 2019 in math.CO | (1912.08540v1)

Abstract: We solve the problem of characterizing the Kronecker structure of a matrix pencil obtained by a rank-one perturbation of another matrix pencil. The results hold over arbitrary fields.

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Authors (2)

  1. Itziar Baragaña 
  2. Alicia Roca 

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