Two-Dimensional Indirect Binary Search for the Positive One-in-Three Satisfiability Problem

08/28/2017
by   Shunichi Matsubara, et al.
0

In this paper, we propose an algorithm for the positive one-in-three satisfiability problem (Pos1in3SAT). The proposed algorithm can efficiently decide the existence of a satisfying assignment in all assignments for a given formula by using a 2-dimensional binary search method without constructing an exponential number of assignments.

READ FULL TEXT
research
03/25/2019

Faster Random k-CNF Satisfiability

We describe an algorithm to solve the problem of Boolean CNF-Satisfiabil...
research
03/29/2023

Satisfiability of Non-Linear Transcendental Arithmetic as a Certificate Search Problem

For typical first-order logical theories, satisfying assignments have a ...
research
02/10/2023

The Role of Codeword-to-Class Assignments in Error-Correcting Codes: An Empirical Study

Error-correcting codes (ECC) are used to reduce multiclass classificatio...
research
10/08/2020

An Improved Exact Algorithm for the Exact Satisfiability Problem

The Exact Satisfiability problem, XSAT, is defined as the problem of fin...
research
10/29/2019

Estimating the Density of States of Boolean Satisfiability Problems on Classical and Quantum Computing Platforms

Given a Boolean formula ϕ(x) in conjunctive normal form (CNF), the densi...
research
01/21/2021

Improved Algorithms for the General Exact Satisfiability Problem

The Exact Satisfiability problem asks if we can find a satisfying assign...
research
11/03/2020

The Long, the Short and the Random

We furnish solid evidence, both theoretical and empirical, towards the e...

Please sign up or login with your details

Forgot password? Click here to reset