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Volume 14 Issue 3
May  1992
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Li Bingcheng, Shen Jun. CURVE MOMENT AND ITS INVARIANTS[J]. Journal of Electronics & Information Technology, 1992, 14(3): 262-270.
Citation: Li Bingcheng, Shen Jun. CURVE MOMENT AND ITS INVARIANTS[J]. Journal of Electronics & Information Technology, 1992, 14(3): 262-270.

CURVE MOMENT AND ITS INVARIANTS

  • Received Date: 1991-07-02
  • Rev Recd Date: 1991-10-09
  • Publish Date: 1992-05-19
  • The curve moment and curve moment invariants are proposed, which aresuitable to be used not only in the pattern recognition of closed shapes, but also in that of any curved objects. By using the proposed moments, some errors of the known methods are corrected. Finally, a simple algorithm is proposed to calculate curve moments.
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  • M. K. Hu, IRE Trans. on IT, IT-8(1962)2, 179-187.[2]Y. S. Abu-Mostafa et al., IEEE Trans. on PAMI, PAMI-6(1984)5, 698-706.[3]Y. S. Abu-Mostafa et al., IEEE Trans. on PAMI, PAMI-7(1985)1, 46-55.[4]C. H. Lo et al., IEEE Trans. on PAMI, PAMI-11(1989)10, 1053-1064.[5]M. Hatamian, IEEE Trans.on ASSP, ASSP-34(1986)3, 546-553.[6]D. Cyganski, Soving for the General Linear Transformation Relating 3-D Objects from the Minimum Moments, SPIE, Vol. 1002, Intel Robots and Computer Vision, Boston, (1988), pp. 204-211.[7]B. C. Li (李炳成), Jun Shen (沈俊), Pattern Recognition, 24(1991)8, 807-813.[8]L. Gupta et al., Pattern Recognition, 20(1987)3, 267-272.[9]M. Zhu et al., Pattern Recognition Letter, 9(1989)2, 175-180.[10]C. S. Lin et al., Pattern Recognition, 23(1990)8, 535-545.
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