Directional geodesic active contours

ICIP(2012)

引用 9|浏览53
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摘要
We present a non-conformal metric that generalizes the geodesic active contours approach for image segmentation. The new metric is obtained by adding to the Euclidean metric an additional term that penalizes the misalignment of the curve with the image gradient and multiplying the resulting metric by a conformal factor that depends on the edge intensity. In this way, a closer fitting to the edge direction results. The provided experimental results address the computation of the geodesics of the new metric by applying a gradient descent to externally provided curves. The good performance of the proposed techniques is demonstrated in comparison with other active contours methods.
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关键词
differential geometry,conformal factor,euclidean metric,image segmentation,nonconformal metric,active contour,directional geodesic active contours,edge detection,gradient methods,edge intensity,calculus of variations,image gradient,riemannian metric
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