论文标题

使用DCTEFRQI方法提前量子图像表示和压缩

Advance quantum image representation and compression using DCTEFRQI approach

论文作者

Haque, Md Ershadul, Paul, Manoranjon, Ulhaq, Anwaar, Debnath, Tanmoy

论文摘要

最近一年,由于有机会将大量图像数据放置在量子Hilbert空间中,因此量子图像处理在图像处理领域引起了很多关注。希尔伯特空间或欧几里得空间具有无限的维度,可以更快地定位和处理图像数据。此外,一些研究表明,量子过程的计算时间比古典计算机快。通过编码和压缩量子域中的图像仍然是具有挑战性的问题。从文献调查中,我们提出了DCTEFRQI(直接余弦变换有效的量子图像的灵活表示)算法,以有效地表示和压缩灰色图像,从而节省计算时间并最大程度地减少制备的复杂性。这项工作的目的是使用DCT(离散余弦变换)和EFRQI(量子图像的有效柔性表示)方法来表示和压缩量子计算机中的各种灰色图像大小。 Quirk仿真工具用于设计相应的量子图像电路。由于量子的限制,总共使用16个量子数来表示这8个的灰度图像用于映射系数值,其余8则用于生成相应的系数位置。理论分析和实验结果表明,与DCT-GQIR,DWT-GQIR和DWT-EFRQI相比,提出的DCTEFRQI方案提供了更好的表示和压缩,就PSNR(峰信号与噪声比)和比特率而言。

In recent year, quantum image processing got a lot of attention in the field of image processing due to opportunity to place huge image data in quantum Hilbert space. Hilbert space or Euclidean space has infinite dimension to locate and process the image data faster. Moreover, several researches show that, the computational time of quantum process is faster than classical computer. By encoding and compressing the image in quantum domain is still challenging issue. From literature survey, we have proposed a DCTEFRQI (Direct Cosine Transform Efficient Flexible Representation of Quantum Image) algorithm to represent and compress gray image efficiently which save computational time and minimize the complexity of preparation. The objective of this work is to represent and compress various gray image size in quantum computer using DCT(Discrete Cosine Transform) and EFRQI (Efficient Flexible Representation of Quantum Image) approach together. Quirk simulation tool is used to design corresponding quantum image circuit. Due to limitation of qubit, total 16 numbers of qubit are used to represent the gray scale image among those 8 are used to map the coefficient values and the rest 8 are used to generate the corresponding coefficient position. Theoretical analysis and experimental result show that, proposed DCTEFRQI scheme provides better representation and compression compare to DCT-GQIR, DWT-GQIR and DWT-EFRQI in terms of PSNR(Peak Signal to Noise Ratio) and bit rate..

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