We generalize the binary Deutsch-Jozsa algorithm to nvalued logic using the quantum Fourier transform. Our algorithm is not only able to distinguish between constant and balanced ...
We describe a method to axiomatize computations in deterministic Turing machines (TMs). When applied to computations in non-deterministic TMs, this method may produce contradictor...
Multi-valued model-checking is an extension of classical model-checking to reasoning about systems with uncertain information, which are common during early design stages. The addi...
Reversible quantum logic plays an important role in quantum computing. In this paper, we propose an approach to optimally synthesize quantum circuits by symbolic reachability anal...
William N. N. Hung, Xiaoyu Song, Guowu Yang, Jin Y...
Reversible logic became a promising alternative to traditional circuits because of its applications e.g. in low-power design and quantum computation. As a result, design of revers...