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On the maximum rank of Toeplitz block matrices of blocks of a given pattern

Published 18 May 2013 in math.CO and cs.SY | (1305.4277v1)

Abstract: We show that the maximum rank of block lower triangular Toeplitz block matrices equals their term rank if the blocks fulfill a structural condition, i.e., only the locations but not the values of their nonzeros are fixed.

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Authors (1)

  1. Gunther Reißig 

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