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A New BSQDD Approach for Synthesis of Quantum Circuit

机译:量子电路综合的新BSQDD方法

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Quantum Computing can be defined as a computation domain that makes direct use of quantum mechanical phenomena, on atomic scale matters, to perform operations on data. It is a rapidly progressing field in computer science which proposes to have an exponential gain in processing time compared to the classical computing machines for some class of computational problems. Here we discuss the importance of quantum superposed state which is essential for the execution of a number of quantum algorithms and also an efficient methodology which can generate an appropriate quantum circuit for the generation of superposed quantum states. Further, we present the synthesis technique for generation of quantum superposed states based on Binary Decision Tree and also introduce a new simulation platform which verifies our proposed methodology.
机译:量子计算可以定义为直接在原子尺度上利用量子力学现象对数据进行运算的计算域。它是计算机科学中一个快速发展的领域,与传统的计算机相比,它提出了针对某些类型的计算问题的处理时间成指数增长的建议。在这里,我们讨论了量子叠加态的重要性,这对于执行多种量子算法至关重要,也是一种有效的方法,可以为生成叠加的量子态生成合适的量子电路。此外,我们提出了基于二元决策树的量子叠加态生成综合技术,并引入了一个新的仿真平台来验证我们提出的方法。

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