Abstract :
A generalized DeMorgan´s theorem is presented that can be applied to Boolean equations with any number of complementations. The known form of the DeMorgan´s theorem is a special case of the generalized theorem with one inversion. This new theorem simplifies and generalizes the transformation of Boolean functions to their equivalent sum of product forms.
Keywords :
Basic brackets, basic logic equation, Boolean equation transformations, generalized DeMorgan´s theorem, NAND form, NOR form, sum of product form.; Boolean functions; Circuit analysis; Equations; Instruments; Logic circuits; Terminology; Variable speed drives; Basic brackets, basic logic equation, Boolean equation transformations, generalized DeMorgan´s theorem, NAND form, NOR form, sum of product form.;
