Searching for "On Proving Lower Bounds for Circuit Size." – sorted by Relevance.
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Characterizing Linear Size Circuits in Terms of Privacy
- Introduction Proving lower bounds on circuit size is one of the central goals of complexity theory. While
- Cited by 12 (5 self) – Add To MetaCart
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On submodular complexity measures
- bound for the circuit size of f which is tight up to à polynomial. Then the burden of proving lower
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A Fundamental Problem of Mathematical Logic
- , complementing the program of Boolean complexity to prove lower bounds to circuit-size for various restricted
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Deterministic polynomial identity testing in non commutative models
- connections between deterministic polynomial identity testing and proving lower bounds for circuit size [2
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Circuit Lower Bounds and Linear Codes
- Introduction The problem of proving nontrivial lower bounds on the size of circuits is one of the most
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Complexity Theoretic Aspects of some Cryptographic Functions
- arguments), there is amazingly small progress in proving lower bounds on the circuit size for concrete
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Lower bounds on Hilbert's Nullstellensatz and propositional proofs
- calculus where we would like to prove lower bounds on the size of proofs in some natural proof systems. We
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Lower bounds on Hilbert's Nullstellensatz and propositional proofs
- like to prove lower bounds on the size of proofs in some natural proof systems. We can think
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SUBQUADRATIC SIMULATIONS OF BALANCED FORMULAE BY BRANCHING PROGRAMS *
- bound applies to functions with linear circuit size. See also [B2] and [BT] for lower bounds
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