Titlebook: Reversible Logic Synthesis Methodologies with Application to Quantum Computing; Saleem Mohammed Ridha Taha Book 2016 Springer Internationa

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Methods of Reversible Logic Synthesis,t (or gate) is the same as the number of inputs. In addition, the fan-outs are not allowed. Thus, logic design of reversible circuits is a new and challenging task. This chapter is devoted to the synthesis techniques of reversible logic circuits.

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Methods of Reversible Logic Synthesis,there is a bijective mapping of the input assignments into the output assignments. So, it is assumed that the number of outputs in a reversible circuit (or gate) is the same as the number of inputs. In addition, the fan-outs are not allowed. Thus, logic design of reversible circuits is a new and cha

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Reversible Sequential Logic Circuits,tself to combinational logic. Researchers are recently beginning to suggest possibilities for sequential implementations [.]. As far as it can be discovered (due to the survey of literature) the first work to design reversible sequential circuits is in 2005 [.].

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Quantum Logic Circuits and Quantum Computing,lve just about every field of science and engineering (Chen et al. in Mathematics of quantum computation and quantum technology. Taylor & Francis Group, LLC, Chapman & Hall/CRC, USA, .). At the dawn of the third millennium the dreams seem to become true due to quantum computing.

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Wavelets and Multiwavelets Implementation Using Quantum Computing,ribed in the previous chapter. Section?. explains the background of using quantum computing to implement wavelet transforms. Quantum circuits for the perfect shuffle permutation matrices which arise in quantum wavelet transforms are discussed in Sect.?.. Two fundamental quantum wavelet pyramidal and

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Conclusions and Future Researches, build almost energy loss-less, ultra-small, and ultra-fast quantum computers. Moreover, there are some tasks in other areas, including cryptography, digital signal processing, communication, and computer graphics, requiring that all the information encoded in the inputs be preserved in the outputs.

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