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REPORTS > AUTHORS > MICHAEL SIPSER:
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TR13-088 | 16th June 2013
Zachary Remscrim, Michael Sipser

$AC^0$ Pseudorandomness of Natural Operations

A function $f:\Sigma^{*} \rightarrow \Sigma^{*}$ on strings is $AC^0$-pseudorandom if the pair $(x,\hat f(x))$ is $AC^0$-indistinguishable from a uniformly random pair $(y,z)$ when $x$ is chosen uniformly at random. Here $\hat f(x)$ is the string that is obtained from $f(x)$ by discarding some selected bits from $f(x)$.

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