Jan 7, 2020 · We present the first result that demonstrates a separation in proof power for cutting planes with unbounded versus polynomially bounded coefficients.
Specifically, the gadget should be strong enough, so that lifting holds for deterministic communication complexity (which can efficiently simulate small time/ ...
Lifting theorems in complexity theory are a method of transferring lower bounds in a weak computational model into lower bounds for a more powerful ...
Lifting with Simple Gadgets and Applications to Circuit and Proof ...
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The theorem lifting Nullstellensatz degree to monotone span program size is significantly strengthened and generalized so that it works for any gadget with ...
We present the first result that demonstrates a separation in proof power for cutting planes with unbounded versus polynomially bounded coefficients.
Recently Gödel's method for undecidability proofs has been adapted to prove lower complexity bounds for logical theories by describing computations of time-or ...
Oct 30, 2020 · Lifting with Simple Gadgets and Applications to Circuit and Proof Complexity. 171 views · 3 years ...
Duration: 20:59
Posted: Oct 30, 2020
Duration: 20:59
Posted: Oct 30, 2020
We significantly strengthen and generalize the theorem lifting Nullstellensatz degree to monotone span program size by Pitassi and Robere(2018) so that it ...
Jan 7, 2020 · Specifically, we exhibit CNF formulas that can be refuted in quadratic length and constant line space in cutting planes with unbounded ...
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