| [1] HU M K. Visual pattern recognition by moment invariants[J]. IRE Trans. Inf. Theory, 1962,8(2):179-187. [2] REISS T H. The revised fundamental theorem of moment invariants[J]. IEEE Trans. PAMI,1991,13(8):830-834. [3] TIENG Q M,BOLES W W. Wavelet-based affine invariant representation:a tool for recognition planar objects in 3D space[J]. IEEE Trans. PAMI.,1997,19(8):846-857. [4] YANG ZH W,COHEN F S. Cross-weighted moments and affine invariants for image registration and matching[J]. IEEE Trans. PAMI.,1999,21(8):804-814. [5] HEIKKILÄ J. Multi-scale autoconvolution for affine invariant pattern recognition. Proceedings of the 16th International Conference on Pattern Recognition(ICPR'02),Quebec,Canada,11-15 Aug,2002:119-122. [6] PETRON M,KADYROV A. Affine invariant features from the trace transform[J]. IEEE Trans. PAMI.,2004,26(1):30-44. [7] FLUSSER J,SUK T. Affine moment invariants:a new tool for character recognition[J]. Pattern Recog. Lett.,1994,15(4):433-436. [8] MEI Y,ANDROUTSOS D. Robust affine invariant region-based shape descriptor: the ICA Zernike moment shape descriptor and the whitening Zernike moment shape descriptor[J]. IEEE Trans. Signal Proc.,2009,16(10):877-880. [9] HEIKKILA J. Pattern matching with affine moment descriptors[J]. Pattern Recogn. Lett.,2004,37(9):1825-1834. [10] SUK T,FLUSSER J. Combined blur and affine moment invariants and their use in pattern recognition[J]. Pattern Recogn. Lett.,2003,36(2):2895-2907. [11] FLUSSER J,SUK T. A moment-based approach to registration of images with affine geometric distortion[J]. IEEE Trans. Geoscience and Remote Sensing,1994,32(2):382-387. [12] LIU J,LI D,TAO W,et al. An automatic method for generating affine moment invariants[J]. Pattern Recogn. Lett.,2007,28(16):2295-2304. [13] SUK T,FLUSSER J. Graph method for generating affine moment invariants. Proceedings of the 17th International Conference on Pattern Recognition(ICPR'04),Cambridge,UK,23-26 Aug,2004:192-195. [14] WEN CH Y,ZHANG Y,ZHANG Y N. Recognition of symmetrical images using affine moment invariants in both frequency and spatial domains[J]. Pattern Anal Appl,2002,5(3):316-325. [15] MINDRU F,TUYTELAARS T,GOOL L V,et al. Moment invariants for recognition under changing viewpoint and illumination[J]. Computer Vis. Image Und.,2004,94(1-3):3-27. [16] KANTOR I L,SOLODOVNIKOV A S. Hypercomplex Number:An Elementary Introduction to Algebras[M]. NewYork:Springer-Verlag,1989. [17] 郭立强. 基于四元数的彩色图像处理算法研究. 北京:中国科学院研究生院 ,2011. GUO L Q. The study of color image processing algorithms based on quaternion. Beijing:Graduate University of Chinese Academy of Sciences,2011.(in Chinese) [18] ROTHE I,SUSSE H,VOSS K. The method of normalization to determine invariants[J]. IEEE Trans. PAMI,1996,18(4):366-376. |