Optimized Quantum Circuits in Quantum Image Processing Using Qiskit

Zahra Boreiri, Alireza Norouzi Azad, N. Majd
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引用次数: 1

Abstract

Quantum image representation is an essential component of quantum image processing and plays a critical role in quantum information processing. Flexible Representation of Quantum Images (FRQI) presents pixel colors and associated locations as a state to represent images on quantum computers. A fundamental part of the quantum image processing system is quantum image compression (QIC), which is utilized to maintain and retrieve binary images. This compression allows us to minimize the number of controlled rotation gates in the quantum circuits. This paper designed optimized quantum circuits and simulated them using Qiskit on a real quantum computer based on minimum boolean expressions to retrieve the 8×4 binary single-digit images. To demonstrate the feasibility and efficacy of quantum image representation, quantum circuits for images were developed using FRQI, and quantum image representation experiments were done on IBM Quantum Experience (IBMQ). We were able to visualize quantum information by doing the quantum measurement on the image information that we had prepared. Without utilizing this method, the number of controlled rotation gates is equal to the number of pixels in the image; however, we showed that by using the QIC algorithm, we could decrease the number of gates significantly. On these images, the maximum and minimum compression ratios of QIC are 90.63% and 68.75%, respectively.
利用Qiskit优化量子图像处理中的量子电路
量子图像表示是量子图像处理的重要组成部分,在量子信息处理中起着至关重要的作用。量子图像的灵活表示(FRQI)将像素颜色和相关位置作为一种状态来表示量子计算机上的图像。量子图像压缩(QIC)是量子图像处理系统的一个基础部分,用于维护和检索二值图像。这种压缩使我们能够最小化量子电路中受控旋转门的数量。本文设计了优化的量子电路,并利用Qiskit在真实量子计算机上进行了基于最小布尔表达式的量子电路仿真,以检索8×4二进制个位数图像。为了证明量子图像表示的可行性和有效性,利用FRQI开发了图像的量子电路,并在IBM量子体验(IBMQ)上进行了量子图像表示实验。通过对我们准备好的图像信息进行量子测量,我们能够可视化量子信息。在不使用这种方法的情况下,受控旋转门的数量等于图像中的像素数量;然而,我们表明,通过使用QIC算法,我们可以显著减少门的数量。在这些图像上,QIC的最大压缩比为90.63%,最小压缩比为68.75%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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