Journal article

METHODS FOR SOLVING SYSTEMS OF BOOLEAN EQUATIONS

Abstract

To minimize logical formulas when solving systems of Boolean equations, a method is proposed for transforming formulas from the Zhegalkin polynomial into a disjunctive normal form. An algorithm for simplifying logical functions in the class of disjunctive normal forms is given. A method for multiplying logical expressions in the class of disjunctive normal forms is proposed. As a result, the logical formulas are reduced to the product of the formulations of the Boolean equations of the system, from which the solutions of the system of Boolean equations are obtained

Keywords

Zhegalkin polynomiallinear Boolean functionspolynomial lengthdisjunctive normal formsfirst order neighborhoodmetric characteristic

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