Abstract
This paper proposes a cost-effective and edge-directed image super-resolution scheme. Image super-resolution (image magnification) is an enthusiastic research area and is desired in a variety of applications. The basic idea of the proposed scheme is based on the concept of multi-kernel approach. Various stencils have been defined on the basis of geometrical regularities. This set of stencils is associated with the set of kernels. The value of a re-sampling pixel is obtained by calculating the weighted average of the pixels in the selected kernel. The time complexity of the proposed scheme is as low as that of classical linear interpolation techniques, but the visual quality is more appealing because of the edge-orientation property. The experimental results and analysis show that proposed scheme provides a good combination of visual quality and time complexity.
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References
Acharya T, Tsai P (2007) Computational Foundations of Image Interpolation Algorithms, ACM Ubiquity vol:8
Amanatiadis A, Andreadis I (2009) A survey on evaluation methods for image interpolation. Meas Sci Technol 20:104 015–104 023
Arcelli C, Brancati N, Frucci M, Ramella G, Baja GSD (2011) A fully automatic one-scan adaptive zooming algorithm for color images. Signal Process 91:61–71
Baker S, Kanade T (2002) Limits on super-resolution and how to break them. IEEE Trans Pattern Anal Mach Intell 24:1167–1183
Battiato S, Gallo G, Stance F (2002) A locally adaptive zooming algorithm for digital images. Image Vis Comput 20:805–812
Chang CC, Chou YC, Yu YH, Shih KJ (2005) An image zooming technique based on vector quantization approximation. Image Vis Comput 23:1214–1225
Chen HY, Leou JJ (2010) Saliency-directed interpolation using particle swarm optimization. Signal Process 90:1676–1692
Ejaz N, Baik SW (2012) Video summarization using a network of radial basis functions. Multimedia Systems 18:483–497
Ejaz N, Mehmood I, Baik SW (2012) Efficient visual attention based framework for extracting key frames from videos. Signal Process-Image Commun. doi:10.1016/j.image.2012.10.002
Freeman WT, Pasztor EC, Carmichael OT (2000) Learning low level vision. Int J Comput Vis 40:25–47
Furini M, Geraci F, Montangero M, Pellegrini M (2010) STIMO: STIll and MOving video storyboard for the web scenario. Multimed Tools Appl 46:47–69
Gajjar PP, Joshi MV (2011) New learning based super-resolution: use of DWT and IGMRF prior. IEEE Trans Image Process 19:1201–1213
Gonzalez RC, Woods RE (2008) Digital image processing. Pearson Prentice Hall, New Jersey
Hou HS, Andrews HC (1978) Cubic splines for image interpolation and digital filtering, IEEE Transaction. Acoust Speech Signal Process 26:508–517
http://www.cambridgeincolour.com/tutorials/image-interpolation.htm
Hung KW, Siu WC (2009) New motion compensation model via frequency classification for fast video super-resolution, ICIP
Hwang JW, Lee HS (2004) Adaptive image interpolation based on local gradient features. IEEE Signal Process Lett 11:359–362
Irani M, Peleg S (1993) Motion analysis for image enhancement: resolution occlusion and transparency. J Vis Commun Image Represent 4:324–335
Ju Y, Lee YJ (2010) Nonlinear image upsampling method based on radial basis function interpolation. IEEE Trans Image Process 19:2682–2692
Jurio A, Pagola M, Mesiar R, Beliakov G, Bustince H (2011) Image magnification using interval information. IEEE Trans Image Process 20(1):3112–3122
Kim H, Cha Y, Kim S (2011) Curvature interpolation method for image zooming. IEEE Trans Image Process 20:1895–1903
Kim K, Kwon Y, (2008) Example-based learning for single image super-resolution and jpeg artifact removal, Technical Report 173, Max Planck Institute
Kim C, Seong S, Lee J, Kim L (2010) Winscale: An image-scaling algorithm using an area pixel model. IEEE Trans Image Process 19:2682–2692
Li X, Orchard MT (2001) New edge-directed interpolation. IEEE Trans Image Process 10:1521–1527
Mallat S, Yu G (2010) Super-resolution with sparse mixing estimators, IEEE Transaction. Image Process 19:2889–2900
Ni KS, Nguyen TQ (2007) Image super-resolution using support vector regression. IEEE Trans Image Process 16:1596–1610
Press WH, Teukolsky SA, Vetterling WT, Flannery BP (2002) Numerical recipes in C++: The art of scientific computing. Cambridge University Press, New York
Shan Q, Li Z, Jia J, Tang CK (2008) Fast image/video upsampling, ACM Transactions on Graphics (SIGGRAPH), ASIA
Sun J, Zheng NN, Tao H, Shum H (2003) Image hallucination with primal sketch priors, IEEE Conf. Comput Vis Pattern Recognit 2:729–736
Tam WS, Kok CW, Siu WC (2010) A modified edge directed interpolation for images. J Electron Imaging 19(013011):1–20
Tipping ME, Bishop CM (2003) Bayesian image super-resolution, Advances in Neural Information Processing Systems 15. MIT Press, pp 1303–1310
Willmott CJ, Matsuura K (2005) Advantages of the Mean Absolute Error (MAE) over the Root Mean Square Error (RMSE) in assessing Average Model Performance. Clim Res 30:79–82
Wittman T (2005) Mathematical Techniques for Image Interpolation, Department of Mathematics University of Minnesota
Xiong Z, Sun X, Wu F (2010) Robust web image/video super-resolution Interpolation. IEEE Trans Image Process 19:2017–2028
Y. Lin C, Liu YN, Chien SY (2010) Direction-adaptive image upsampling using double interpolation, Picture Coding Symposium (PCS), 254–257
Yang J, Wright J, Huang TS, Yi M (2010) Image super-resolution via sparse representation. IEEE Trans Image Process 19:286–2873
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This research is supported by the Industrial Strategic technology development program, 10041772, (The Development of an Adaptive Mixed-Reality Space based on Interactive Architecture) funded by the Ministry of Knowledge Economy (MKE, Korea).
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Sajjad, M., Ejaz, N. & Baik, S.W. Multi-kernel based adaptive interpolation for image super-resolution. Multimed Tools Appl 72, 2063–2085 (2014). https://doi.org/10.1007/s11042-012-1325-4
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DOI: https://doi.org/10.1007/s11042-012-1325-4