MODULO CORRELATIVITY AND ITS APPLICATION IN A MULTIPLE-VALUED LOGIC SYSTEM

Several new concepts, such as pseudoprime and module correlativity, ar e presented. Then module subtraction and modulo division, which are ve ry useful in computing the canonical expansion, are proposed in a mult iple valued module algebra system with either a prime or a composite r adix. Finally the completeness of module operations and the current mo de CMOS circuit design for any unary function are discussed on the bas is of module correlativity. This method is also applicable to a high-r adix multiple valued module algebra system.