The polynomial and linear time hierarchi
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Leszek A. Koลodziejczyk; Neil Thapen
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Article
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2009
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John Wiley and Sons
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English
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## Abstract We show that the bounded arithmetic theory V^0^ does not prove that the polynomial time hierarchy collapses to the linear time hierarchy (without parameters). The result follows from a lower bound for bounded depth circuits computing prefix parity, where the circuits are allowed some au