On the Non-robustness of Essentially Conditional Information Inequalities
Abstract
We show that two essentially conditional linear inequalities for Shannon's entropies (including the Zhang- Yeung'97 conditional inequality) do not hold for asymptotically entropic points. This means that these inequalities are non-robust in a very strong sense. This result raises the question of the meaning of these inequalities and the validity of their use in practice-oriented applications.
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ITWPosterKacedRomash.pdf (242.38 Ko)
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