Optimal NOR networks for self-dual functions of four variables
Abstract
A complete catalog of optimal NOR realizations for all self-dual functions of four or fewer variables is presented. Optimality is achieved by first minimizing the number of gates required, then minimizing the number of gate inputs required, and, finally, minimizing the number of logic levels required to realize the function. Complements of input variables are assumed to be unavailable.
- Publication:
-
Unknown
- Pub Date:
- June 1977
- Bibcode:
- 1977onns.rept.....R
- Keywords:
-
- Boolean Functions;
- Logic Circuits;
- Network Synthesis;
- Algorithms;
- Fortran;
- Gates (Circuits);
- Logic Design;
- Optimization;
- Electronics and Electrical Engineering