采用量子计算概念的新型FPGA设计方案

A. Mazare, Laurențiu Mihai Ionescu, I. Lita, G. Serban, N. Belu
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引用次数: 3

摘要

在FPGA上实现的量子计算机仿真器通常被设计用来说明这些概念可以使用的可能应用-作为涉及量子计算的可能应用的功能测试方法。在本文中,我们试图提出另一种由作者提出的量子计算仿真器的可能用途,用于FPGA中电路的合成,其性能优于传统或并行设计方法。提出了一种基于量子计算概念的并行结构综合解决方案,并在FPGA上进行了仿真。正如将在本文中看到的,与传统方法相比,使用该解决方案提高了计算时间,并减少了与并行解决方案相比分配的资源数量。因此,我们提出的解决方案介于传统的顺序逻辑电路设计方法和并行电路设计方法之间,前者的响应时间比后者短,后者提供的资源比后者少。为了显示所提出的解决方案的优点,我们提出了一个电路的实现来确定一个二进制函数的奇偶性。该解决方案采用传统解决方案、并行解决方案和使用量子计算概念的提议解决方案来实现。它将显示与其他设计模型相比所提出的解决方案的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
New FPGA design solution using quantum computation concepts
Quantum computer emulators implemented on FPGA are generally designed to illustrate possible applications in which these concepts can be used - as a method of functional testing of possible applications involving quantum computing. In this paper we try to present another possible use of a quantum computation emulator, proposed by the authors, for the synthesis of circuits in FPGA with superior performance to conventional or parallel design methods. The paper presents a synthesis solution of parallel structures based on concepts from quantum computation emulated on FPGA. As will be seen in the paper, using the solution improves the computation time compared to the conventional method and reduces the number of resources allocated compared to the parallel solution. So, the solution which we propose is somewhere between conventional sequential logic circuit design methods - it has a shorter response time than these and parallel circuit design methods - it provides a smaller number of resources than these. In order to show the advantages of the proposed solution, we presented the implementation of a circuit for determining the parity of a binary function. The solution was implemented using the conventional solution, the parallel solution and the proposed solution using quantum computing concepts. It will show the performance of the proposed solution compared to the other design models.
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