Bandelet Denoising in Image Processing

被引:0
|
作者
McLaughlin, Michael J. [1 ]
Grieggs, Samuel [1 ]
Ezekiel, Soundararajan [1 ]
Ferris, Michael H. [2 ]
Blasch, Erik [3 ]
Alford, Mark [3 ]
Cornacchia, Maria [3 ]
Bubalo, Adnan [3 ]
机构
[1] Indiana Univ Penn, Indiana, PA 15701 USA
[2] SUNY Binghamton, Binghamton, NY 13901 USA
[3] US Air Force, Res Lab, Rome, NY 13441 USA
关键词
Bandelet; Denoise; Structural Similarity; Peak Signal to Noise Ratio; Object Detection; Wavelet Exploitation of Bandelet Coefficients (WEBC); WAVELET; TRANSFORM; ALGORITHM; SPARSE; SCALE; MODEL;
D O I
暂无
中图分类号
V [航空、航天];
学科分类号
08 ; 0825 ;
摘要
As digital media and internet use grow, imagery and video are prevalent in many areas of life. Many sensing methods such as Full Motion Video (FMV), Hyperspectral Imagery (HSI), and medical imaging have been developed to accumulate data for diagnostics. Analyzing imagery data to detect and identify specific objects is an essential phase of comprehending visual imagery. Content-based image retrieval (CBIR) is a contemporary development in the field of computer vision. Currently, edge detection filters create undesirable noise for CBIR that leads to difficulties in object detection algorithms. Bandelets have been shown to decrease the noise in signals and images by their use of geometric regularity to compute polynomial approximations in localized regions. In this paper, we use both the bandelet and the discrete wavelet transform to decrease noise within an image. By using Wavelet Exploitation of Bandelet Coefficients (WEBC) to decrease noise we can enhance object detection for CBIR. WEBC raised the peak signal to noise ratio from noised to the denoised images by 19 percent on average, while the structural similarity index measure actually increased by 80 percent on average.
引用
收藏
页码:35 / 40
页数:6
相关论文
共 50 条
  • [21] Vector processing of wavelet coefficients for robust image denoising
    Zervakis, M.E.
    Sundararajan, V.
    Parhi, K.K.
    2001, Elsevier Ltd (19)
  • [22] Image fusion based on Bandelet and Sparse Representation
    Zhang Jiuxing
    Zhang Wei
    Li Xuzhi
    NINTH INTERNATIONAL CONFERENCE ON GRAPHIC AND IMAGE PROCESSING (ICGIP 2017), 2018, 10615
  • [23] Kalman Bucy Filtered Neuro Fuzzy Image Denoising for Medical Image Processing
    Mohanapriya, G.
    Muthukumar, S.
    Santhosh Kumar, S.
    Shanmugapriya, M.M.
    Neutrosophic Sets and Systems, 2024, 70 : 314 - 330
  • [24] Sonar Image Denoising using Adaptive Processing of Local Patches
    James, Rithu
    Supriya, M. H.
    2015 INTERNATIONAL SYMPOSIUM ON OCEAN ELECTRONICS (SYMPOL), 2015,
  • [25] Application research of denoising and super pixel algorithm in image processing
    Sun, Qian
    Xin, Li
    Gao, Hanxu
    Chang, Faliang
    Zhao, Zengshun
    2018 INTERNATIONAL SYMPOSIUM ON POWER ELECTRONICS AND CONTROL ENGINEERING (ISPECE 2018), 2019, 1187
  • [26] Image Processing Techniques for Denoising, Object Identification and Feature Extraction
    Philip, Adewole A.
    Omotosho, Mustapha Mutairu
    WORLD CONGRESS ON ENGINEERING - WCE 2013, VOL III, 2013, : 1510 - 1515
  • [27] Application of improved wavelet thresholding function in image denoising processing
    Zhang, Hong Qi
    Kang, Hai Zhen
    Yi, Li Hu
    Liu, Yu
    Sensors and Transducers, 2014, 175 (07): : 124 - 131
  • [28] Local transform-based denoising for radar image processing
    Egiazarian, KO
    Melnik, VP
    Lukin, VV
    Astola, JT
    NONLINEAR IMAGE PROCESSING AND PATTERN ANALYSIS XII, 2001, 4304 : 170 - 178
  • [29] Denoising using time-frequency and image processing methods
    Nelson, D
    Cristóbal, G
    Kober, V
    Cakrak, F
    Loughlin, P
    Cohen, L
    ADVANCED SIGNAL PROCESSING ALGORITHMS, ARCHITECTURES,AND IMPLEMENTATIONS IX, 1999, 3807 : 564 - 581
  • [30] A novel image fusion algorithm based on bandelet transform
    Qu, Xiaobo
    Yan, Jingwen
    Xie, Guofu
    Zhu, Ziqian
    Chen, Bengang
    CHINESE OPTICS LETTERS, 2007, 5 (10) : 569 - 572