A Polynomial Decision for 3-SAT

08/20/2022
by   Angela Weiss, et al.
0

We propose a polynomially bounded, in time and space, method to decide whether a given 3-SAT formula is satisfiable or no. The tools we use here are, in fact, very simple. We first decide satisfiability for a particular formula, called pivoted 3-SAT and, after a plain transformation, still keeping the polynomial boundaries, it is shown that formulas can be written as pivoted formulas.

READ FULL TEXT

page 1

page 2

page 3

page 4

research
02/26/2014

Solving MaxSAT and #SAT on structured CNF formulas

In this paper we propose a structural parameter of CNF formulas and use ...
research
08/06/2018

Phase Transition in Matched Formulas and a Heuristic for Biclique Satisfiability

A matched formula is a CNF formula whose incidence graph admits a matchi...
research
04/22/2021

A New Approach to CNF-SAT From a Probabilistic Point of View

The following paper proposes a new approach to determine whether a logic...
research
03/24/2019

Determining satisfiability of 3-SAT in polynomial time

In this paper, we provide a polynomial time (and space), algorithm that ...
research
02/16/2022

SAT Backdoors: Depth Beats Size

For several decades, much effort has been put into identifying classes o...
research
04/19/2013

Local Backbones

A backbone of a propositional CNF formula is a variable whose truth valu...
research
12/07/2020

Disentangling a Deep Learned Volume Formula

We present a simple phenomenological formula which approximates the hype...

Please sign up or login with your details

Forgot password? Click here to reset