Boolean algebra is powerful, but algebraic simplification becomes error-prone and time-consuming with 4 or more variables. The provides a visual, graphical method to simplify logic expressions. For 4 variables (typically labeled A, B, C, D ), the K-map is a 4×4 grid of 16 cells, each representing a unique minterm (product term) or maxterm (sum term). Its core power lies in exploiting adjacency to eliminate variables via the Boolean law: ( X + \overlineX = 1 ).
Un "1" puede pertenecer a varios grupos si eso ayuda a simplificar otros términos. Obtención de la Función Simplificada mapa de karnaugh 4 variables