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Equality in the Matrix Entropy-Power Inequality and Blind Separation of Real and Complex sources

Published 21 Jan 2019 in cs.IT and math.IT | (1901.06905v2)

Abstract: The matrix version of the entropy-power inequality for real or complex coefficients and variables is proved using a transportation argument that easily settles the equality case. An application to blind source extraction is given.

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Authors (2)

  1. Olivier Rioul 
  2. Ram Zamir 

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