CNF conversion algorithms

CNF (Conjunctive Normal Form) conversion algorithms transform logical formulas into a standardized format suitable for automated reasoning and problem-solving. This process involves systematic steps: removing implications, pushing negations inward (using De Morgan's laws), and distributing disjunctions over conjunctions. The goal is to rewrite complex formulas into a conjunction of disjunctions (AND of ORs). These algorithms facilitate efficient analysis by logical solvers, enabling them to process and evaluate formulas consistently. Essentially, CNF conversion provides a uniform structure that simplifies logical reasoning and computation in areas like theorem proving and satisfiability testing.