For the first time in book form, this comprehensive and systematic monograph presents the
methods for the reversible synthesis of logic functions and circuits. This methodology offers …

A set of p-valued logic gates (primitives) is called universal if an arbitrary p-valued logic
function can be realized by a logic circuit built up from a finite number of gates belonging to …

Multiple-valued (MV) reversible logic and especially quantum logic synthesis methods are
still very immature, though a number of works have been done [1-4]. In general, quantum …

Regular reversible logic circuits, ie consisting of identical reversible gates, each of which is
uniformly connected to its neighbors, have small garbage. Reversible gates realizing …

Galois Field Sum of Products (GFSOP) leads to efficient multi-valued reversible circuit
synthesis using quantum gates. In this paper, we propose a new generalization of ternary …

A reversible gate maps each output vector into a unique input vector and vice versa. The
importance of reversible logic lies in the technological necessity that most" near-future" and …

Synthesis of quaternary quantum circuits involves basic quaternary gates and logic
operations in the quaternary quantum domain. In this paper, we propose new projection …

Understanding crosscutting concerns is difficult because their underlying relations remain
hidden in a class-based decomposition of a system. Based on an extensive investigation of …

This dissertation is devoted to efficient automated logic synthesis of reversible circuits using
various gate types and initial specifications. These Reversible circuits are of interest to …

While the role of ternary reversible and quantum computation has been growing, synthesis
methodologies for such logic, have been addressed in only a few works. A reversible ternary …