5[1]EJ Candes. Ridgelets:Theory and Applications[D].USA:Department of Statistics, Stanford University, 1998.
6[2]E J Candes. Monoscale Ridgelets for the Representation of Images with Edges[ R]. USA: Department of Statistics, Stanford University, 1999.
7[3]Candes E J, D L Donoho. Curvelets[R]. USA: Department of Statistics,Stanford University, 1999.
8[4]E L Pennec, S Mallat. Image compression with geometrical wavelets[A]. In Proc. of ICIP' 2000 [ C ]. Vancouver, Canada, September,2000.661-664.
9[5]M N Do, M Vetterli. Contourlets[ A ] .J Stoeckler, G V Welland. Beyond Wavelets [ C ]. Academic Press, 2002.
10[7]D L Donoho,M Vetterli,R A DeVore, I Daubechies. Data compression and harmonic analysis [ J ]. IEEE Trans, 1998, Information Theory-44(6) :2435 - 2476.
1CHEN V C, LING H. Time-Frequency Transforms for Ra- dar hnaging and Signal Analyisis [ EB/OL ] . ( 2002-11 - 17) [ 2010-10-10 ]. http: //www. ufindbook.com. cn/ebook-physics/time-frequency-transforms-for-radar-ima- ging-and-signal-analysis-repost.html.
2MALLAT S A. Wavelet Tour of Signal Processing [ M ]. Beijing : China Machine Press, 2003:67-120.
3CANDES E J. Ridgelets : Theory and Applications [ EB/ OL ] . (1998-11-17) [2010-10-10]. http://gradworks. umi. com/32/28/3228146. html.
4DOM N,VETYERLI M. The finite ridgelet transform for image representation [ J ]. IEEE Trans on Image Process- ing, 2003,12(1 ) :16-28.
5DONOBO D L, DUNCAN M R. Digital curvelet transform: strategy, implementation and experiments [ EB/OL ]. ( 2000- 05-05) [2010-10-10]. http://spie.org/x648.html? product _id =381679.
6DON D L, DUNCAN M P. Digital Curvelet Transform: Strategy, Implementation and Experiments ; Technical Report [ EB/OL ] . ( 1999-01-01 ) [ 2010-10-10 ]. http: //www. citeulike. org/user/archerC/artiele/2630724.
7CANDES E J, DONOHO D L. Ridgelet:a key to higher- dimensional intermittency[ J ]. Phil Trans R Soc fond A, 1999,357 : 2495-2509.