AbstractWe propose a simple probability model for MAX-2SAT instances for discussing the average-case complexity of the MAX-2SAT problem. Our model is a “planted solution model”, where each instance is generated randomly from a target solution. We show that for a large range of parameters, the planted solution (more precisely, one of the planted solution pairs) is the optimal solution for the generated instance with high probability. We then give a simple linear-time algorithm based on a message passing method, and we prove that it solves the MAX-2SAT problem with high probability for random MAX-2SAT instances under this planted solution model for probability parameters within a certain range
AbstractWe present a novel method for exactly solving (in fact, counting solutions to) general const...
AbstractIn the random 2-SAT problem, we are given a set C of m disjunctions of two literals chosen a...
We introduce the problem Max#SAT, an extension of model counting (#SAT). Given a formula over sets o...
AbstractWe propose a simple probability model for MAX-2SAT instances for discussing the average-case...
We propose a simple and deterministic algorithm for solving MAX2SAT, which runs O(n(n+m)) time where...
In this paper I present a MAX2SAT algorithm based on the randomized algorithm of Papadimitriou from ...
AbstractWe apply techniques from the theory of approximation algorithms to the problem of deciding w...
By the MAXSAT problem, we are given a set $V$ of $m$ variables and a collection $C$ of $n$ clauses o...
We analyze and compare two solvers for Boolean optimization problems: WMaxSatz, a solver for Partial...
AbstractThe maximum 2-satisfiability problem (MAX-2-SAT) is: given a Boolean formula in 2-CNF, find ...
The maximum satisfiability problem (MAX-SAT) is stated as follows: Given a boolean formula in CNF, f...
AbstractThe maximum satisfiability problem (MAX-SAT) is stated as follows: Given a boolean formula i...
The max-k-sat problem asks to find a truth assignment to n Boolean variables that maximizes the tota...
The Maximum Satisfiability (MAXSAT) problem is an optimization version of the Satisfiability problem...
We study the approximability of the version of MAXSAT where exponentially large instances are succin...
AbstractWe present a novel method for exactly solving (in fact, counting solutions to) general const...
AbstractIn the random 2-SAT problem, we are given a set C of m disjunctions of two literals chosen a...
We introduce the problem Max#SAT, an extension of model counting (#SAT). Given a formula over sets o...
AbstractWe propose a simple probability model for MAX-2SAT instances for discussing the average-case...
We propose a simple and deterministic algorithm for solving MAX2SAT, which runs O(n(n+m)) time where...
In this paper I present a MAX2SAT algorithm based on the randomized algorithm of Papadimitriou from ...
AbstractWe apply techniques from the theory of approximation algorithms to the problem of deciding w...
By the MAXSAT problem, we are given a set $V$ of $m$ variables and a collection $C$ of $n$ clauses o...
We analyze and compare two solvers for Boolean optimization problems: WMaxSatz, a solver for Partial...
AbstractThe maximum 2-satisfiability problem (MAX-2-SAT) is: given a Boolean formula in 2-CNF, find ...
The maximum satisfiability problem (MAX-SAT) is stated as follows: Given a boolean formula in CNF, f...
AbstractThe maximum satisfiability problem (MAX-SAT) is stated as follows: Given a boolean formula i...
The max-k-sat problem asks to find a truth assignment to n Boolean variables that maximizes the tota...
The Maximum Satisfiability (MAXSAT) problem is an optimization version of the Satisfiability problem...
We study the approximability of the version of MAXSAT where exponentially large instances are succin...
AbstractWe present a novel method for exactly solving (in fact, counting solutions to) general const...
AbstractIn the random 2-SAT problem, we are given a set C of m disjunctions of two literals chosen a...
We introduce the problem Max#SAT, an extension of model counting (#SAT). Given a formula over sets o...