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基于双量子比特态测量的量子自适应中值滤波 被引量:5

Quantum adaptive median filtering based on dual qubits state measurement
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摘要 为了进一步增强去噪时对图像细节的保护能力,并同时提高算法实时性,提出了基于双量子比特态测量的量子自适应中值滤波算法,该算法首先将待处理图像像素转化为量子叠加态,然后依据量子测量原理对此叠加态进行量子测量,最后将测量后的坍缩态转化为输出图像.该算法使用双量子比特态来描述单像素,拓展了单量子比特态与单像素的对应关系.双量子比特态的4个叠加基态增加了被描述像素的信息量,可以更精确地对像素进行操作.该算法根据噪声特点设计双量子比特态的概率密度公式,并根据测量坍缩态自适应地调整滤波窗口尺寸.实验证明,该算法与标准中值滤波和经典自适应中值滤波相比,具有更好的综合滤波能力,既可以有效地滤除噪声点,很好地保护图像细节,又具有很好的实时性. To further enhance the image detail protection ability, improve the algorithm real-time in the de-noising process, a quantum adaptive median filtering algorithm based on dual quhits state measurement was proposed. The algorithm firstly transformed the image pixel to quantum superposition state form; secondly, the quantum superposition state was measured based on quantum measurement theory; finally, output image was designed based on the measurement collapsing state. Expanding the traditional correspondence relationship be tween single pixel and single qubit state, the algorithm used dual quhits state to represent a single pixel. Dual quhits state has four superposition states so that it contains more information on the represented pixels and processes these pixels more accurately. Probability density of the dual qubits state was designed based on the noise characteristics, and the collapse states will adaptively increase the filtering window's size. Experiments show that the quantum adaptive median filtering algorithm has a better integrated filtering capability compared with median filtering and classical adaptive median filtering. The algorithm can remove the noise effectively, protect the detail well and has good real-time.
出处 《北京航空航天大学学报》 EI CAS CSCD 北大核心 2013年第11期1443-1448,共6页 Journal of Beijing University of Aeronautics and Astronautics
基金 国家自然科学基金资助项目(61103097) 高等学校博士学科点专项科研基金资助项目(20121102130001)
关键词 量子自适应中值滤波 叠加态 量子测量 坍缩态 quantum adaptive median filtering superposition state quantum measurement collapsestate
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参考文献13

  • 1Lo H K,Spiller T,Popescu S. Introduction to quantum information and computation[M].Singapore:World Scientific Publishing Co.Ptc.Ltd,1998.89-104.
  • 2Brooks M. Quantum computing and communication[M].Berlin:Springer Vedag,1999.46-58.
  • 3Williams C P,Clearwater S H. Ultimate zero and one:computing at the quantum frontier[M].New York:Copernicus,2000.103-120.
  • 4Nielsen M A,Chuang I L. Quantum computation and quantum information[M].Cambridge:Cambridge University Press,2000.37-48.
  • 5Eldar Y C,Oppenhein A V. Quantum signal processing[J].IEEE Transactions on Signal Processing,2002,(06):12-32.doi:10.1109/MSP.2002.1043298.
  • 6Tseng C C,Tsung M. Quantum digital image processing algorithms[A].Kinmen:ROC,2003.827-834.
  • 7Venegas S E,Ball J L. Processing images in entangled quantum systems[J].Quantum in Process,2010.1-11.
  • 8Tukey J W. Exploratory data analysis[M].New Jersey:Addison-Wesley,1971.69-88.
  • 9Fotios K P,Vassilios A M,Vassilios C. Quantum-dot cellular automata design for median filtering and mathematical morphology operations on binary images[A].ACRI,Santorini Island:Springer,2012.554-564.
  • 10Ledee R,Leconge R,Harba R. A new adaptive switching median filter[J].IEEE Signal Processing Letters,2010,(06):587-590.

二级参考文献13

共引文献29

同被引文献39

  • 1张旭明,徐滨士,董世运.用于图像处理的自适应中值滤波[J].计算机辅助设计与图形学学报,2005,17(2):295-299. 被引量:159
  • 2石婷,张红雨,黄自立.基于Stratix II EP2S60的改进中值滤波器的设计及实现[J].国外电子元器件,2007(1):12-15. 被引量:5
  • 3Kong Naejin, Tai Yu-Wing, Shin J S. A Physically-Based Approach to Reflection Separation: From Physical Constrained Optimization[J]. Pattern Analysis and Machine Intelligence, 2014,36 ( 2 ) : 209-221.
  • 4Wang Li-qian, Liang Xiao, Liu Hong-yi, et al. Local Brightness Adaptive Image Colour Enhancement with Distance[J]. lET Image Processing, 2015,9 ( 1 ) : 43-53.
  • 5Modeling to Wasserstein Yang Jian-quan, Zhu Guo-pu, Huang, Ji-wu, et al. Estimating JPEG Compression History of Bitmaps Based on Factor Histogram[J]. Digital Signal Processing, 2015,41 ( 6 ) .. 90-97.
  • 6Wan Yi, Shi Dong-bin. Joint Exact Histogram Specification and Image Enhancement Through the Wavelet Transform [J]. IEEE Transactions on Image Processing, 2007,16(9) .. 2245-2250.
  • 7Scott-Hayward, S Garcia-Palacios E. Channel Time Allocation PSO for Gigabit Multimedia Wireless Networks[J]. IEEE Transactions on Multimedia, 2014,16 ( 3 ) .. 828-836.
  • 8Ahmed S, Ghiduk. Automatic Generation of Basis Test Paths Using Variable Length Genetic AlgorithmJ]. Information Processing Letters, 2014,114 ( 6 ) : 304-316.
  • 9付晓薇,丁明跃,周成平,蔡超,孙阳光.基于量子概率统计的医学图像增强算法研究[J].电子学报,2010,38(7):1590-1596. 被引量:35
  • 10杨永生,张宗杰.基于核函数和带宽的海杂波概率密度函数估计[J].探测与控制学报,2010,32(5):38-41. 被引量:6

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