Computationally fast Bayesian recognition of complex objects based on mutual algebraic invariants.
Resource URI: https://dblp.l3s.de/d2r/resource/publications/conf/icip/LeiKC95
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1995
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Computationally fast Bayesian recognition of complex objects based on mutual algebraic invariants.
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object recognition; Bayes methods; polynomials; computational geometry; computationally fast Bayesian recognition; complex objects recognition; 2D curve; 3D surface objects; polynomial; vector; affine invariants; Euclidean invariants; polynomial coefficients; Bayesian object recognition; robust recognition; mutual invariants recognizers; patches; self invariants; object geometry; database; low computational cost; partially occluded articulated objects; position; noise; joint geometry; self geometry; mutual algebraic invariants
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Computationally fast Bayesian recognition of complex objects based on mutual algebraic invariants.
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