Algebraic properties of multiple-valued modulo systems and their applications to current-mode CMOS circuits

Citations Over Time

Abstract

The paper presents the concepts of pseudoprime and modulo correlativity and establishes the relationships among completeness of modulo operations, uniqueness of solution of equations, invertibility of a square matrix, and correlativity of vectors in multiple-valued modulo system. It is shown that current-mode CMOS circuits are easy to design and economical using bounded operations.

Related Papers

• Uniqueness, the human pursuit of difference(1980)
• → Finitely generated Moduloïds(2006)2 cited
• → Uniqueness vs non-uniqueness in complete connections with modified majority rules(2013)
• → The uniqueness property for networks with several origin-destination pairs(2012)