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Worst-Case Hardness Suffices for Derandomization: A New Method for Hardness-Randomness Trade-Offs

机译:最坏情况下的硬度足以满足非随机化的需要:一种权衡硬度和随机性的新方法

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摘要

Up to know, the known derandomization methods have been derived assuming average-case hardness conditions. In this paper we insteak present the first worst-case hardness conditions sufficient to obtain P=BPP. Our conditions refer to the worst-case circuit complexity of Boolean operators computable in time expomential in the input size. Such results are achieved by a new method that departs significantly from the usual known methods based on pseudo-random generators. complexity of Boolean operators computable in NC (with respect to their output size) to obtain NC=BPNC.
机译:据了解,已知的去随机化方法是在假设平均硬度条件下得出的。在本文中,我们介绍了足以获得P = BPP的第一个最坏情况下的硬度条件。我们的条件是指布尔运算符在最坏情况下的电路复杂度,该复杂度可根据输入大小的指数时间进行计算。这种结果是通过一种新方法实现的,该方法与基于伪随机发生器的通常已知方法大不相同。可在NC中计算布尔运算符的复杂度(相对于其输出大小)以获得NC = BPNC。

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