We prove that Polynomial Calculus and Polynomial Calculus with Resolution are not autom-atizable, unless W [P]-hard problems are fixed parameter tractable by one-side error randomized algorithms. This extends to Polynomial Calculus the analogous result obtained for Resolution by Alekhnovich and Razborov [2].
There are methods to turn short refutations in polynomial calculus (PC)and polynomial calculus with ...
There are methods to turn short refutations in Polynomial Calculus (PC) and Polyno-mial Calculus wit...
AbstractGiven a system of polynomial equations and inequations with coefficients in the field of rat...
We prove that Polynomial Calculus and Polynomial Calculus with Resolution are not automatizable, unl...
A propositional proof system R is called automatizable if there is an algorithm that produces for ev...
We show that the problem of finding a Resolution refutation that is at most polynomially longer than...
We show that it is NP-hard to distinguish formulas that have Resolution refutations of almost linear...
A propositional proof system is automatizable if there is an algorithm that, given a tautology, pro...
We show that algebraic proofs are hard to find: Given an unsatisfiable CNF formula F, it is NP-hard ...
We show that algebraic proofs are hard to find: Given an unsatisfiable CNF formula F, it is NP-hard ...
. In this paper we generalize the notion of polynomial-time approximation scheme preserving reducibi...
AbstractA propositional proof system is automatizable if there is an algorithm that, given a tautolo...
A propositional proof system is weakly automatizable if there is a polynomial time algorithm which s...
In this paper we generalize the notion of polynomial-time approximation scheme preserving reducibili...
Given a system of polynomial equations and inequations with coe- cients in the eld of rational numb...
There are methods to turn short refutations in polynomial calculus (PC)and polynomial calculus with ...
There are methods to turn short refutations in Polynomial Calculus (PC) and Polyno-mial Calculus wit...
AbstractGiven a system of polynomial equations and inequations with coefficients in the field of rat...
We prove that Polynomial Calculus and Polynomial Calculus with Resolution are not automatizable, unl...
A propositional proof system R is called automatizable if there is an algorithm that produces for ev...
We show that the problem of finding a Resolution refutation that is at most polynomially longer than...
We show that it is NP-hard to distinguish formulas that have Resolution refutations of almost linear...
A propositional proof system is automatizable if there is an algorithm that, given a tautology, pro...
We show that algebraic proofs are hard to find: Given an unsatisfiable CNF formula F, it is NP-hard ...
We show that algebraic proofs are hard to find: Given an unsatisfiable CNF formula F, it is NP-hard ...
. In this paper we generalize the notion of polynomial-time approximation scheme preserving reducibi...
AbstractA propositional proof system is automatizable if there is an algorithm that, given a tautolo...
A propositional proof system is weakly automatizable if there is a polynomial time algorithm which s...
In this paper we generalize the notion of polynomial-time approximation scheme preserving reducibili...
Given a system of polynomial equations and inequations with coe- cients in the eld of rational numb...
There are methods to turn short refutations in polynomial calculus (PC)and polynomial calculus with ...
There are methods to turn short refutations in Polynomial Calculus (PC) and Polyno-mial Calculus wit...
AbstractGiven a system of polynomial equations and inequations with coefficients in the field of rat...