Figure 5 - uploaded by Martin Lukac
Content may be subject to copyright.
Classical implementation of an entanglement circuit. The circuit uses a random number generator to set up the top-most bit. It can be easily verified that this circuit generates a result equivalent to the quantum 3- qubit entanglement circuit.
Source publication
In this paper we introduce the new model for Quantum Logic Synthesis. The innovation consists in designing circuits with the measurement process together with the computing circuit. The Measurement is used as a part of the entire computational process. We demonstrate the method to synthesize quantum circuits from examples (examples are cares of the...
Citations
... Should methods be developed to predict and control entanglement effects, this would open new interesting possibilities in the design of ternary circuits and of quantum inspired algorithms. In [12] it has been shown that « synthesizing entangled circuits and measuring a reduced number of qubits minimizes the number of operations that must be executed in order to retrieve the result. » No similar result is known to the author for the case of ternary -or in general, MV-quantum circuits. ...
This paper reviews basic aspects of reversible and quantum computing in the context of ternary systems. Ternary extensions of the Pauli matrices are presented and interactions with the Vilenkin-Chrestenson matrix are disclosed. The realization of extended ternary Toffoli gates under the Barenco et al. type of structure is shown not to be possible without ancillary lines, meanwhile a Sasanian-Wang-Perkowski type of structure leads to a five elementary gates realization. The presence of entanglement in ternary quantum computing is addressed and illustrated with an example.
