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REPORTS > KEYWORD > BOOLEAN CIRCUIT LOWER BOUNDS:
Reports tagged with Boolean Circuit Lower Bounds:
TR21-105 | 22nd July 2021
Suryajith Chillara

Functional lower bounds for restricted arithmetic circuits of depth four

Recently, Forbes, Kumar and Saptharishi [CCC, 2016] proved that there exists an explicit $d^{O(1)}$-variate and degree $d$ polynomial $P_{d} \in VNP$ such that if any depth four circuit $C$ of bounded formal degree $d$ which computes a polynomial of bounded individual degree $O(1)$, that is functionally equivalent to $P_d$, then ... more >>>




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