2015
DOI: 10.1007/s11263-015-0820-2
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A 3D Scene Registration Method via Covariance Descriptors and an Evolutionary Stable Strategy Game Theory Solver

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Cited by 22 publications
(17 citation statements)
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“…The complete space of Riesz-wavelet features constitutes a sparse variety, with a lack of characterization for particular texture entities. Following previous research in which we investigated covariance-based descriptors for shape and texture fusion of 3-D surfaces [21], tissue characterization in 3-D CT imaging [22] or 2-D color image categorization [32], we propose to exploit Riesz-wavelet features in their covariance space. The latter can be locally estimated by computing the covariance matrix of the Riesz features in a given ROI.…”
Section: Riesz-covariance 3-d Texture Descriptorsmentioning
confidence: 99%
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“…The complete space of Riesz-wavelet features constitutes a sparse variety, with a lack of characterization for particular texture entities. Following previous research in which we investigated covariance-based descriptors for shape and texture fusion of 3-D surfaces [21], tissue characterization in 3-D CT imaging [22] or 2-D color image categorization [32], we propose to exploit Riesz-wavelet features in their covariance space. The latter can be locally estimated by computing the covariance matrix of the Riesz features in a given ROI.…”
Section: Riesz-covariance 3-d Texture Descriptorsmentioning
confidence: 99%
“…(i) The consideration of voxels within a 3-D region as samples of a multi-dimensional feature distribution implies a loss of structural information, which leads to the robustness to spatial and rotation transformations (due to the steerability of 3-D Riesz-wavelet features) [21], [22]. (ii) The characterization of a set of feature observations by its covariance matrix provides a compact, size and shape independent discriminative signature [32].…”
Section: Riesz-covariance 3-d Texture Descriptorsmentioning
confidence: 99%
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“…Initially, in [1], the Euclidean distances between points are used to measure the consistency between different matches, then the replicator equation is used to estimate their reliabilities on a global scale. In [9], the consistencies of both the descriptors of and Euclidean distances between points are first considered to determine a payoff matrix, the global weights of all the PPMs are then estimated using the infection and immunization dynamics. While invariant features have already been used to represent and match points, it remains a challenge to find other complementary and expressive invariant features for eliminating false matches.…”
Section: Point Match Evaluationmentioning
confidence: 99%
“…Cirujeda et al [10] presents a descriptor based on the covariance of features, combining shape and color information of 3D surfaces. Multi-scale covariance descriptor (MCOV) has a number of properties including; invariant to spatial rigid transformations, robust to noise and resolution changes and is applicable to 155 characteristic point detection.…”
mentioning
confidence: 99%