Reversible Logic Synthesis Methodologies with Application to Quantum Computing, Softcover reprint of the original 1st ed. 2016
Studies in Systems, Decision and Control Series, Vol. 37

This book opens the door to a new interesting and ambitious world of reversible and quantum computing research. It presents the state of the art required to travel around that world safely. Top world universities, companies and government institutions are in a race of developing new methodologies, algorithms and circuits on reversible logic, quantum logic, reversible and quantum computing and nano-technologies. In this book, twelve reversible logic synthesis methodologies are presented for the first time in a single literature with some new proposals. Also, the sequential reversible logic circuitries are discussed for the first time in a book. Reversible logic plays an important role in quantum computing. Any progress in the domain of reversible logic can be directly applied to quantum logic. One of the goals of this book is to show the application of reversible logic in quantum computing. A new implementation of wavelet and multiwavelet transforms using quantum computing is performed for this purpose. Researchers in academia or industry and graduate students, who work in logic synthesis, quantum computing, nano-technology, and low power VLSI circuit design, will be interested in this book.

Introduction. Fundamentals of Reversible Logic.- Methods of Reversible Logic Synthesis.- Evaluation of the Reversible Logic Synthesis Methodologies.- Reversible Sequential Logic Circuits.- Quantum Logic Circuits and Quantum Computing.- Wavelets and Multiwavelets Implementation Using Quantum Computing.- Conclusions and Future Researches.

Presents twelve reversible logic synthesis methodologies for the first time together in a single book

Discusses reversible sequential logic circuits with new designs of reversible sequential elements

Introduces representations and operations in quantum computing which uses theorems of reversible computing and reversible structures to compute functionalities using quantum logic

Discusses applications of wavelet and multiwavelet transformations to quantum computing structures and proposes new techniques to implement the Daubechies wavelets and multiwavelets using quantum circuits

Includes supplementary material: sn.pub/extras