A note on the factorization of some structured matrix functions

Published 28 Mar 2018 in math.FA | (1803.10521v1)

Abstract: Let G be a block matrix function with one diagonal block A being positive definite and the off diagonal blocks complex conjugates of each other. Conditions are obtained for G to be factorable (in particular, with zero partial indices) in terms of the Schur complement of A.

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