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A New Variational Model with Dual Level Set Functions for Selective Segmentation
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作者 Lavdie Rada Ke Chen 《Communications in Computational Physics》 SCIE 2012年第6期261-283,共23页
In this paper we present a selective segmentation model using a dual level set variational formulation.Our variational model aims to segment all objects with one level set function(global)and the selected object,which... In this paper we present a selective segmentation model using a dual level set variational formulation.Our variational model aims to segment all objects with one level set function(global)and the selected object,which is the closest to the geometric constraints(markers),with another level set(local).It is a combination of edge detection,markers distance function and active contour without edges.Experimental results show that our model is more robust than previous work. 展开更多
关键词 Image selective segmentation level set function Euler-Lagrange equation 2D image segmentation RE-INITIALIZATION
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Image Selective Segmentation under Geometrical Constraints Using an Active Contour Approach 被引量:3
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作者 Noor Badshah Ke Chen 《Communications in Computational Physics》 SCIE 2010年第4期759-778,共20页
In this paper we propose a new model for segmentation of an image under some geometrical constraints in order to detect special regions of interest.Our work is based on the recent work by Gout et al.[Numer.Algorithms,... In this paper we propose a new model for segmentation of an image under some geometrical constraints in order to detect special regions of interest.Our work is based on the recent work by Gout et al.[Numer.Algorithms,39(2005),pp.155-173 and 48(2008),pp.105-133]using geodesic active contours models,by combining it with the idea of a piecewise constant Mumford-Shah model as with the non-selective Chan-Vese segmentation.Numerical tests show that our method is more robust than the previous works. 展开更多
关键词 Active contours energy minimization partial differential equations SEGMENTATION level sets geometric constraints.
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