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Description: 数字图像处理中,Bence-Merriman-Osher 算子的matlab源代码-Digital Image Processing, Bence - Merriman-Zhongshan Operator Matlab source code
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Size: 1239 |
Author: 许微 |
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Description: 三种冲击滤波器的matlab实现与比较:Comparing 3 shock filters: Osher-Rudin [OR90], Alvarez-Mazorra [AM94] and Gilboa-Sochen-Zeevi [GSZ02eccv,GSZ04pami]. -three shocks Filter Implementation of Matlab and comparison : Comparing three shock filters : Osher - RUDIN [OR90] Alvarez-Mazorra [AM94] and Gilboa-Sochen - Ze Plav [GSZ02eccv, GSZ04pami].
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Size: 1381332 |
Author: zhuboy |
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Description: The Rudin-Osher-Fatemi total variation (TV) denoising technique poses the problem of denoising as a minimization problem
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Size: 1299 |
Author: fangfei_666 |
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Description: Level Set Methods是由Sethian和Osher于1988年提出,最近十几年得到广泛的推广与应用。特别是在图像分割中应用广泛,如人脸轮廓分割,车牌分割
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Size: 19256 |
Author: 子羽 |
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Description: Level set 最经典的文章之一,OSher于1988年发表的。可以算是level set用于分割的鼻祖
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Size: 71622 |
Author: 裘振 |
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Description: %TVDENOISE Total variation grayscale and color image denoising % u = TVDENOISE(f,lambda) denoises the input image f. The smaller % the parameter lambda, the stronger the denoising. % % The output u approximately minimizes the Rudin-Osher-Fatemi (ROF) % denoising model % % Min TV(u) + lambda/2 || f - u ||^2_2, % u % % where TV(u) is the total variation of u. If f is a color image (or any % array where size(f,3) > 1), the vectorial TV model is used, % % Min VTV(u) + lambda/2 || f - u ||^2_2. % u % % TVDENOISE(...,Tol) specifies the stopping tolerance (default 1e-2). % % The minimization is solved using Chambolle's method, % A. Chambolle, "An Algorithm for Total Variation Minimization and % Applications," J. Math. Imaging and Vision 20 (1-2): 89-97, 2004. % When f is a color image, the minimization is solved by a generalization % of Chambolle's method, % X. Bresson and T.F. Chan, "Fast Minimization of the Vectorial Total % Variation Norm and Applications to Color Image Processing", UCLA CAM % Report 07-25.
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Size: 1432 |
Author: li123kai@126.com |
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Description: 数字图像处理中,Bence-Merriman-Osher 算子的matlab源代码-Digital Image Processing, Bence- Merriman-Zhongshan Operator Matlab source code
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Size: 1024 |
Author: |
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Description: 三种冲击滤波器的matlab实现与比较:Comparing 3 shock filters: Osher-Rudin [OR90], Alvarez-Mazorra [AM94] and Gilboa-Sochen-Zeevi [GSZ02eccv,GSZ04pami]. -three shocks Filter Implementation of Matlab and comparison : Comparing three shock filters : Osher- RUDIN [OR90] Alvarez-Mazorra [AM94] and Gilboa-Sochen- Ze Plav [GSZ02eccv, GSZ04pami].
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Size: 1381376 |
Author: zhuboy |
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Description: The Rudin-Osher-Fatemi total variation (TV) denoising technique poses the problem of denoising as a minimization problem
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Size: 1024 |
Author: fangfei_666 |
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Description: 实现了Chan-Vese算法,参考文献active contour without edges, 图像处理方面引用率最高的文献之一-Realize the Chan-Vese algorithm, reference active contour without edges, image processing, to quote one of the highest rates of the literature
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Size: 465920 |
Author: 黎芳 |
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Description: Level Set Methods是由Sethian和Osher于1988年提出,最近十几年得到广泛的推广与应用。特别是在图像分割中应用广泛,如人脸轮廓分割,车牌分割-err
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Size: 19456 |
Author: 子羽 |
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Description: Level set 最经典的文章之一,OSher于1988年发表的。可以算是level set用于分割的鼻祖-Level set one of the most classic article, OSher published in 1988. Can be regarded as the level set for the partition of the originator
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Size: 71680 |
Author: 裘振 |
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Description: Rudin-Osher-Fatemi 总编分图像去噪技术-The Rudin-Osher-Fatemi total variation (TV) denoising technique poses the problem of denoising as a minimization,
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Size: 1024 |
Author: 杨涵 |
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Description: 网上图书系统
图书管理、借出登记、归还登记-Geometric Level Set Methods in Imaging,Vision and Graphics- Osher, Paragios(Springer 2003).pdf Image Analysis,Random Fields and Dynamic Monte Carlo Methods-Winkler(Springer).pdf Level Set and Dynamic Implicit Surfaces- Osher, Fedkiw (Springer 2003).pdf Level Set Methods and Fast Marching Methods-J.A.Sethain(CAMBRIDGE UNIVERSITY PRESS 2002).pdf-level set, PDE image processing books----- 5 translate : Geometric Level Set Methods in Imaging, Vision and Graphics-Osher. Paragios (Springer 2003). pdf Image Analysis, Random Fields and Dynamic Monte Carlo Methods- Winkler (Springer). pdf and Dynamic Level Set I mplicit Surfaces- Osher. Fedkiw (Springer 2003). pdf a Level Set Methods Fast Marching Methods nd- J.A.Sethain (CAMBRI DGE UNIVERSITY PRESS 2002).
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Size: 593920 |
Author: oudeliang |
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Description: matlab代码使用水平集的方法并且参考使用Osher and Fedkiw s 教材,结合曲率的基础力量,矢量场的力量和方向的力量可以正常使用-This set of Matlab files implements Level Set Methods and follows Osher and Fedkiw s book. A combination of curvature-based forces, vector field-based forces and forces in the normal direction can be used.
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Size: 151552 |
Author: 书强李 |
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Description: Springer最新数据挖掘方面的教材,不容错过-Springer latest data mining aspects of teaching materials
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Size: 26700800 |
Author: Qiusong Yang |
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Description: Nonlinear Total Variation based noise removal algorithms.
Based on: L. Rudin, S. Osher, E. Fatemi
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Size: 1024 |
Author: micheler |
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Description: The shock filter of Osher and Rudin [OR90]
Used for deblurring signals and images. Creates shocks at inflection points.
[OR90] S.J. Osher and L. I. Rudin, "Feature-Oriented Image enhancement using Shock Filters", SIAM J. Numer. Anal. 27, pp. 919-940, 1990.
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Size: 251904 |
Author: hporange |
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Description: Essentially non-oscillatory (ENO) and Weighted ENO (WENO) are finite difference or finite volume schemes. The first ENO scheme is constructed by Harten et. al. in 1987. The first WENO scheme is constructed in 1994 by Liu,Osher and Chan for a third order finite volume version. In 1996, third and fifth order finite difference WENO schemes in multi space dimensions are constructed by Jiang and Shu, with a general framework for the design of smoothness indicators and nonlinear weights. A key idea in WENO schemes is a linear combination of lower order fluxes or reconstruction to obtain a higher order approximation. Both ENO and WENO schemes use the idea of adaptive stencils to automatically achieve high order accuracy and non-oscillatory property near discontinuities. or the system case, WENO schemes based on local characteristic decompositions and flux splitting to avoid spurious oscillatory.-Essentially non-oscillatory (ENO) and Weighted ENO (WENO) are finite difference or finite volume schemes. The first ENO scheme is constructed by Harten et. al. in 1987. The first WENO scheme is constructed in 1994 by Liu,Osher and Chan for a third order finite volume version. In 1996, third and fifth order finite difference WENO schemes in multi space dimensions are constructed by Jiang and Shu, with a general framework for the design of smoothness indicators and nonlinear weights. A key idea in WENO schemes is a linear combination of lower order fluxes or reconstruction to obtain a higher order approximation. Both ENO and WENO schemes use the idea of adaptive stencils to automatically achieve high order accuracy and non-oscillatory property near discontinuities. or the system case, WENO schemes based on local characteristic decompositions and flux splitting to avoid spurious oscillatory.
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Size: 4096 |
Author: ns2d |
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Description: 用于图像分割是一种很好的图像处理工具。有STANLY OSHER 发明给方法,还可以用于流体计算。-For image segmentation is a good image processing tool. There STANLY OSHER to the method of the invention can also be used for fluid calculations.
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Size: 1024 |
Author: 焦雨领 |
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