2015
DOI: 10.1016/j.imavis.2014.10.008
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Multiview stereo and silhouette fusion via minimizing generalized reprojection error

Abstract: Accurate reconstruction of 3D geometrical shape from a set of calibrated 2D multiview images is an active yet challenging task in computer vision. The existing multiview stereo methods usually perform poorly in recovering deeply concave and thinly protruding structures, and suffer from several common problems like slow convergence, sensitivity to initial conditions, and high memory requirements. To address these issues, we propose a two-phase optimization method for generalized reprojection error minimization … Show more

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Cited by 4 publications
(4 citation statements)
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“…Other smoothing methods, such as mean curvature motion [35], [36] and gradient flow [6], have been studied and applied to mesh-based MVS [5], [30]. To improve the computational efficiency, different approximations, such as Laplacian approximation [7], [20], [29], umbrella operator, [19] and paraboloid approximation [28], have been proposed. Higher order derivatives, e.g., combination of the first-and second-order Laplace [43], thin-plate energy [31], [32], have been suggested to handle artificial shrinkage of small components and to penalize strong bending.…”
Section: Related Workmentioning
confidence: 99%
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“…Other smoothing methods, such as mean curvature motion [35], [36] and gradient flow [6], have been studied and applied to mesh-based MVS [5], [30]. To improve the computational efficiency, different approximations, such as Laplacian approximation [7], [20], [29], umbrella operator, [19] and paraboloid approximation [28], have been proposed. Higher order derivatives, e.g., combination of the first-and second-order Laplace [43], thin-plate energy [31], [32], have been suggested to handle artificial shrinkage of small components and to penalize strong bending.…”
Section: Related Workmentioning
confidence: 99%
“…We can then have an interesting connection between the derivatives of reprojection errors and guided image filtering. Based on (13), (18)- (20), Eq. (17) can be reformulated as:…”
Section: A Detail-preserving Inter-image Similarity Measurementioning
confidence: 99%
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