Digital image super-resolution using adaptive interpolation based on Gaussian function
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  • 作者:Muhammad Sajjad ; Naveed Ejaz ; Irfan Mehmood…
  • 关键词:Digital image magnification ; Super ; resolution ; Laplacian ; Gaussian kernel ; Gaussian sigma ; Weighted interpolation ; Human visual perception
  • 刊名:Multimedia Tools and Applications
  • 出版年:2015
  • 出版时间:October 2015
  • 年:2015
  • 卷:74
  • 期:20
  • 页码:8961-8977
  • 全文大小:1,340 KB
  • 参考文献:1.[Online]. Available: http://?decsai.?ugr.?es/?cvg/?dbimagenes/?g512.?php
    2.[Online]. Available: http://?pirsquared.?org/?research/?mcgilldb/-/span>
    3.[Online]. Available: http://?www.?cipr.?rpi.?edu/?resource/?stills/?kodak.?html
    4.Acharya T, Tsai P (2007) Computational foundations of image interpolation algorithms, ACM Ubiquity 8:1-7
    5.Amanatiadis A, Andreadis I (2009) A survey on evaluation methods for image interpolation. Meas Sci Technol 20(10):104015-04021CrossRef
    6.Baker S, Kanade T (2002) Limits on super-resolution and how to break them. IEEE Trans Pattern Anal Mach Intell 24:1167-183CrossRef
    7.Battiato S, Gallo G, Stance F (2002) A locally adaptive zooming algorithm for digital images. Image Vision Comput 20:805-12CrossRef
    8.Ejaz N, Tariq TB, Baik SW (2012) Adaptive key frame extraction for video summarization using an aggregation mechanism. J Visual Commun Image Represent 23(7):1031-040CrossRef
    9.Gajjar PP, Joshi MV (2010) New learning based super-resolution: use of DWT and IGMRF prior. IEEE Trans Image Process 19(5):1201-213CrossRef MathSciNet
    10.Gonzalez RC, Woods RE (2007) Digital image processing 3rd edn, Amazon
    11.He H, Siu W-C (2011) Single image super resolution using Gaussian process regression, 2011 IEEE Conf Comput Vision Pattern Recognit pp 449-56
    12.Hou HS, Andrews HC (1978) Cubic splines for image interpolation and digital filtering. IEEE Trans Acoustics, Speech Signal Proc 26:508-17MATH CrossRef
    13.Hubel DH (1959) Single unit activity in striate cortex of unrestrained cats. J Physiol 147:226-38CrossRef
    14.Hubel DH, Wiesel TN (1969) Visual area of the lateral suprasylvian gyrus (Clare—Bishop area) of the cat. J Physiol 202:251-60CrossRef
    15.Hung KW, Siu WC (2009) New motion compensation model via frequency classification for fast video super-resolution, IEEE Int Conf Image Process
    16.Hwang JW, Lee HS (2004) Adaptive image interpolation based on local gradient features. IEEE Signal Process Lett 11:359-62CrossRef
    17.Irani M, Peleg S (1993) Motion analysis for image enhancement: resolution, occlusion and transparency. J Visual Commun Image Represent 4(4):324-35CrossRef
    18.Jurio A, Pagola M, Mesiar R, Beliakov G, Bustince H (2011) Image magnification using interval information. IEEE Trans Image Process 20(11):3112-123CrossRef MathSciNet
    19.Kim KI, Kwon Y (2008) Example-based learning for single image super-resolution and jpeg artifact removal. Technical report 173, Max Planck Institute
    20.Lee YJ, Yoon J (2010) Nonlinear image upsampling method based on radial basis function interpolation. IEEE Trans Image Process 19(10):2682-692CrossRef MathSciNet
    21.Li X, Orchard MT (2001) New edge-directed interpolation. IEEE Trans Image Process 10:1521-527CrossRef
    22.Mallat S, Yu G (2010) Super-resolution with sparse mixing estimators. IEEE Trans Image Process 19(11):2889-900CrossRef MathSciNet
    23.Marr D, Hildreth E (1980) Theory of edge detection. Proc R Soc London, Ser B 207:187-17CrossRef
    24.Ni KS, Nguyen TQ (2007) Image super resolution using support vector regression. IEEE Trans Image Process 16(6):1596-610CrossRef MathSciNet
    25.Rosenfeld A, Kak AC, Rosenfeld A, Kak AC (1982) Digital picture processing, vol 1, 2nd edn. Academic, New York
    26.Sajjad M, Ejaz N, Baik SW (2012) Multi-kernel based adaptive interpolation for image super-resolution. Multimed Tools Appl. doi:10.-007/?s11042-012-1325-4 MATH
    27.Shan Q, Li Z, Jia J, Tang CK (2008) Fast image/video upsampling. ACM Trans Graphics (SIGGRAPH ASIA) 27:153-60
    28.Shapiro LG, Stockman GC (2001) Computer vision, Amazon
    29.Sheikh HR, Wang Z, Bovik AC, Cormack LK. Image and video quality assessment research at LIVE http://?live.?ece.?utexas.?edu/?research/?quality/-/span>
    30.Srinivasan U, Pfeiffer S et al (2005) A survey of MPEG-1 audio, video and semantic analysis techniques. Multimed Tools Appl 27:105-41CrossRef
    31.Suzuki J, Furukawa I (2000) Application of super high definition images in telemedicine: system requirements and technologies for teleradiology and telepathology. Multimed Tools Appl 12:7-8MATH CrossRef
    32.Tam WS, Kok CW, Siu WC (2010) A modified edge directed interpolation for images. J Electronic Imaging 19(1):1-0CrossRef
    33.Tian Y, Yap KH, He Y (2012) Vehicle license plate super-resolution using soft learning prior. Multimed Tools Appl 60:519-35CrossRef
    34.Wang Z, Bovik AC, Sheikh HR, Simoncelli EP (2004) Image quality assessment: from error visibility to structural similarity. IEEE Trans Image Process 13(4):600-12CrossRef
    35.Wittman T (2005) Mathematical techniques for image interpolation, Department of Mathematics University of Minnesota
    36.Yang J, Wright J, Huang TS, Ma Y (2010) Image super-resolution via sparse representation. IEEE Trans Image Process 19(11):2861-873CrossRef MathSciNet
    37.Yeon JL, Jungho Y (2010) Nonlinear image upsampling method based on radial basis func
  • 作者单位:Muhammad Sajjad (1)
    Naveed Ejaz (1)
    Irfan Mehmood (1)
    Sung Wook Baik (1)

    1. College of Electronics and Information Engineering, Sejong University, Seoul, Korea
  • 刊物类别:Computer Science
  • 刊物主题:Multimedia Information Systems
    Computer Communication Networks
    Data Structures, Cryptology and Information Theory
    Special Purpose and Application-Based Systems
  • 出版者:Springer Netherlands
  • ISSN:1573-7721
文摘
This paper presents a new approach to digital image super-resolution (SR). Image SR is currently a very active area of research because it is used in various applications. The proposed technique uses Gaussian edge directed interpolation to determine the precise weights of the neighboring pixels. The standard deviation of the interpolation window determines the value of the sigma ‘σ-for generating Gaussian kernels. Therefore, the proposed scheme adaptively applies different Gaussian kernels according to the computed standard deviation of the interpolation window. Laplacian is applied to the image generated by the Gaussian kernels to enhance the visual quality of the output image. It has the significant benefit of being isotropic i.e. invariant to rotation. These features of being isotropic not only resemble human visual perception but also respond to intensity variations equally in all directions for any kind of kernel. It highlights the discontinuities of high frequencies in the image generated by the Gaussian kernel and deemphasizes the regions with slowly varying luminance levels. It also recovers the background missing features while preserving the sharpness of the output image. The proposed scheme preserves geometrical regularities across the boundaries and smoothes intensities inside the high frequencies. It also maintains the textures inside geometrical regularities. Therefore, high resolution (HR) images produced by the proposed scheme contain intensity information very close to the original details of the low-resolution (LR) image i.e. edges, smoothness and texture information. Various evaluation metrics have been applied to compute the validity of the proposed technique. Extensive experimental comparisons with state-of-the-art zooming schemes validate the claim of the proposed technique of being superior. It produces high quality at the cost of low time complexity. Keywords Digital image magnification Super-resolution Laplacian Gaussian kernel Gaussian sigma Weighted interpolation Human visual perception
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