[1] VANDER-LUGT A.Signal detection by complex spatial filtering[J].IEEE Transactions on Information Theory,1964,IT-10 (2):139~145.
[2] HSU Y,ARSENAULT H H.Rotation-invariant digital pattern recognition using circular harmonic expansion[J].Appl Opt,1982,21 (22):4012~4015.
[3] YANG B Y,FENG D Y.Method for determining expansion centers for circular harmonic filter[J].Optoelectronic Technology Information,2005,18 (3):63~66 (in Chinese).
[4] YU F T S,LI X,TAM E et al.Rotation invariant pattern recognition with a programmable joint transform correlator[J].Appl Opt,1989,28 (22):4725~4727.
[5] MU G G,WANG Zh Q,WANG X M.The effects of rotation and scale change with amplitude-compensated filter[J].Acta Optica Sinica,1988,8 (8):764~766 (in Chinese).
[6] CHENG H Q,NIE Sh P,BIAN S L et al.The application of orthogonal Fourier-Mellin moments in optical pattern recognition[J].Opto-electronic Engineering,1996,23 (4):16~21 (in Chinese).
[7] WANG Sh F.Application and theory of information optics[M].Beijing:Beijing University of Posts and Telecommunications Press,2003.211~212 (in Chinese).
[8] ZHANG W J,SHEN Y L.A minimizing algorithm for sum of disjoint products[J].Journal of Nanjing University of Postsand Telecommunications(Natural Science),1999,19(4):15~19(in Chinese).
[9] CHEN X W,CHEN Zh P.Rotation invariant amplitude phase composite circular harmonic filter[J].Acta Optica Sinica,1996,16 (3):373~377 (in Chinese).
[10] SUN Y,WANG Z Q,MU G G.Amplitude compensated matched filters using circular harmonics expansion and a Mellin transform[J].Journal of Applied Opitcs,1990,29 (34):4779~4783 (in Chinese).
[11] RAVICHANDRAN G,CASASENT D.Advanced in-plane rotation invariant filters[J].IEEE Transactions Pattern Analysis Machine Intelligence,1994,16 (4):415~420.