Have you heard about pseudoentropy? The pseudoentropy of a distribution is equal to the highest entropy among all computationally indistinguishable distributions. I think this might be similar to what you’re looking for.
No I haven’t! That sounds very interesting, I’ll definitely take a look, thanks. Do you have a particular introduction to it?
No, I don’t. The resources I saw on a quick Google search were rather poor as well.
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Have you heard about pseudoentropy? The pseudoentropy of a distribution is equal to the highest entropy among all computationally indistinguishable distributions. I think this might be similar to what you’re looking for.
No I haven’t! That sounds very interesting, I’ll definitely take a look, thanks. Do you have a particular introduction to it?
No, I don’t. The resources I saw on a quick Google search were rather poor as well.