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- W2365760157 abstract "It was presented that invariant,dierential invariants of Euclidean curves in plane,namely,curvature and its derivatives(include higher order derivatives) with respect to the arc length,were obtained by theclassical method of construction of moving frames,armed with Fels-Olver equivariant moving frame theory developed by Mark Fels and Peter J.Olver.The Euclidean signature curves of curves were constructed in terms of Euclidean differential invariants.The signature curves were generally applied to the problems of object recognition,visual tracking and symmetry detection.Moreover,Cartan's equivalence theorem was a fundamental theorem in signature curves.Based on the joint invariants,noise resistant was numerically approximated for signature curves,and some examples were used to indicate the efficiencies of the differential invariant method while dealing with computer vision problems." @default.
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- W2365760157 date "2012-01-01" @default.
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- W2365760157 title "Applications of moving frame in object recognition" @default.
- W2365760157 hasPublicationYear "2012" @default.
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