1990International Journal of Computer MathematicsRequires access

A theory of boolean integration

Ping Liang

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Abstract

In switching theory, there now exist Boolean difference and Boolean differential. For theoretical completeness, there should naturally be an inverse operation—Boolean integration—for Boolean difference and Boolean differential. A theory of Boolean integration is introduced in this paper. The integration method for solving primitive functions, and some basic theorems are also presented..

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In switching theory, there now exist Boolean difference and Boolean differential. For theoretical completeness, there should naturally be an inverse operation—Boolean integration—for Boolean difference and Boolean differential. A theory of Boolean integration is introduced in this paper. The integration method for solving primitive functions, and some basic theorems are also presented..

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Available abstract

In switching theory, there now exist Boolean difference and Boolean differential. For theoretical completeness, there should naturally be an inverse operation—Boolean integration—for Boolean difference and Boolean differential. A theory of Boolean integration is introduced in this paper. The integration method for solving primitive functions, and some basic theorems are also presented..

Key concepts: Boolean algebras canonically defined, Two-element Boolean algebra, Mathematics, Complete Boolean algebra, Boolean expression, Parity function, Product term, Stone's representation theorem for Boolean algebras

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