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72篇 您的检索式:作者名="PLONKA G"
    题名 作者 年代 出处 被引量
1An Area Preserving Projection from the Regular Octahedron to the Sphere显示文摘RO?CA D PLONKA G 2012Results in Mathematics2012,62,34:1
2Construction of muhi-scaling functions with approximation and symmetry显示文摘PLONKA G STRELA V 1998SIAM Joumal on Mathematical Analysis1998,29,2:1
3Approximation order provided by refinable functions vectors显示文摘PLONKA G 1997Const Approx1997,13,7:1
4Approximation order provided by refinable function vectors显示文摘PLONKA G 1997Constr Approx1997,13,:1
5The curvelet transform显示文摘Ma J Plonka G 0,,02:1
6Construction of multiscaling functions with approximation and symmetry显示文摘PLONKA G STRELA V 1998SIAM J Math Anal1998,29,2:1
7Construction of multiscaling functions with approximation and symmetry显示文摘Plonka G Strela V 1998SIAM J MATH ANAL1998,29,2:1
8A New Hybrid Method for Image Approximation Using the Easy Path Wavelet Transform 显示文摘Plonka G Tenorth S Rosca D 2012IEEE Transactions on Image Processing2012,21,10:1
9Optimally sparse image representation by the easy path wavelet transform 显示文摘PLONKA G TENORTH S ISKE A 2012International Journal of Wavelets Multiresolution and Information Processing2012,10,01:1
10Directional haar wavelet farms on triangles显示文摘KROMMWEH J PLONKA G 0,,2:1
11A New Hybrid Method for Image Approximation Using the Easy Path Wavelet Transform 显示文摘Plonka G Tenorth S Rosca D 2011IEEE Transactions on Image Processing (S1057-7149)2011,20,2:1
12Nonlinear regularized reaction-diffusion filters for denoising of images with textures显示文摘Plonka G and Ma Jian-wei 2008IEEE Transactions on Image Processing2008,17,8:1
13Regularity of refinable function vectors显示文摘Cohen A Daubechies I Plonka G 1997J Fourier Anal Appl1997,3,:1
14Computing with curvelets:from image processing to turbulent flows显示文摘Ma JW Plonka G 2009Computing in Science and Engineering2009,11,2:1
15A digital diffusion-reaction type filter for nonlinear denoising显示文摘Plonka G 2009Results Math2009,53,34:1
16Construction of multi-scaling functions with approximation and symmetry显示文摘Plonka G Strela V 1998SIAM J Math Anal1998,29,:1
17Nonlinear regularized reaction-diffusion filters for denoising of images with textures显示文摘Plonka G Ma J 2008IEEE Transactions on Image Processing2008,17,2:1
18Combined curvelet shrinkage and nonlinear anisotropic diffusion显示文摘Ma J Plonka G 2007IEEE Trans Image Processing2007,16,9:1
19Combined Curvelet Shrinkage and Nonlinear Anisotropic Diusion显示文摘Ma Jian-wei Plonka G 2007IEEE Transactions on Image Processing2007,16,9:1
20Combined Curvelet shrinkage and nonlinear anisotropic diffusion显示文摘Ma J Plonka G 2007IEEE Trans Image Process2007,16,9:1
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