Synthesis of reversible logic has become an active research area in the last years. But many
proposed algorithms are evaluated with a small set of benchmarks only. Furthermore, results …

A function is reversible if each input vector produces a unique output vector. Reversible
functions find applications in low power design, quantum computing, and nanotechnology …

Reversible logic has applications in many fields, including quantum computing. Synthesis
techniques for reversible circuits are not well developed, even for functions with a small …

An r-valued m-variable reversible logic function maps each of the r/sup m/input patterns to a
unique output pattern. The synthesis problem is to realize a reversible function by a cascade …

Reversible logic is the basis for several emerging technologies such as quantum computing,
optical computing, or DNA computing and has further applications in domains like low …

In recent years, research in the domain of reversible circuit design has attracted significant
attention leading to many different approaches eg for synthesis, optimization, simulation …

Reversible logic is gaining interest in the recent past due to its less heat dissipating
characteristics. It has been proved that any Boolean function can be implemented using …

Reversible logic is an emerging research area. Interest in reversible logic is sparked by its
necessity in quantum technologies. Reversible implementations are also found in optical …

The problem of minimizing the number of garbage outputs is an important issue in reversible
logic design. We start with the analysis of the number of garbage outputs that must be added …

In this paper, a new non-search based synthesis algorithm for reversible circuits is
proposed. Compared with the widely used search-based methods, our algorithm is …