ABSTRACT This paper reviews the recent developments in the use of reversible expansions and reversible spectral transforms in the reversible logic circuit design of binary and multiple-valued switching functions. Since Shannon and Davio expansions are two basic expansions in the general Reed-Muller families of expansions that play an essential role in the spectral-based design of logic circuits...

Testable fault tolerant system design has become vital for many safety critical applications. On the other hand, reversible logic is gaining interest in the recent past due to its less heat dissipating characteristics. Any Boolean logic function can be implemented using reversible gates. This paper proposes a technique to convert any reversible logic gate to a testable gate that is also reversi...

Abstract— In this paper, the researchers propose the design of reversible circuits using reversible gates. Reversible logic is implemented in reversible circuits. Reversible logic is mostly preferred due to less heat dissipation. Conservative logic gates can be designed in any sequential circuits and can be tested using two test vectors. The significance of proposed work lies in the design of r...

In the investigation of minimal machinery in reversible computing, we proved that each nondegenerate 2-state 3-symbol reversible logic element is logically universal. So far, a 2-state 4-symbol element called “rotary element” was shown to be logically universal in the framework of reversible logic element with memory. The main result in this paper not only improves the previous result with resp...

Reversible logic gates are very much in demand for the future computing technologies as they are known to produce zero power dissipation under ideal conditions. The applications of reversible logic gates include ultralow power, nano computing, quantum computing, low power CMOS design, optical information processing, bioinformatics etc. This paper proposes an improved design of a multiplier usin...

In this paper we propose a new concept for multiplication by using modified booth algorithm and reversible logic functions. Modified booth algorithm produces less delay compare to normal multiplication process. Modified booth algorithm reduces the number partial products which will reduces maximum delay count a the output. by combining modified booth algorithm with reversible gate logic it will...

Reversible logic synthesis is important for the design of conventional logic systems such as adiabatic logic and also for quantum logic systems since all quantum logic gates are necessarily reversible in nature. A framework is presented that improves reversible logic synthesis by employing a dynamically determined variable order for quantum multiple-valued decision diagrams (QMDD). We demonstra...

In recent literature, Reversible logic has become one of the promising arena in low power dissipating circuit design in the past few years and has found its applications in low power CMOS circuits , optical information processing and nanotechnology. The reversible circuits form the basic building block of quantum computers as all quantum operations are reversible. This paper presents asynchrono...

We present new algorithms to synthesize exact universal reversible gate library for various types of gates and costs. We use the powerful algebraic software GAP for implementation and examination of our algorithms and the reversible logic synthesis problems have been reduced to group theory problems. It is shown that minimization of arbitrary cost functions of gates and orders of magnitude are ...