Optics and Precision Engineering, Volume. 16, Issue 1, 156(2008)
Study on extended equal correlation peak synthetic discriminant function algorithm
[2] [2] HESTER C F,CASASENT D.Multivariant technique for multiclass pattern recognition[J].Applied Optics,1980,19 (11):1758-1761.
[3] [3] KUMAR B V K V.Tutorial survey of composite filter designs for optical correlators[J].Applied Optics,1992,31 (23):4773-4801.
[4] [4] CASASENT D,CHANG W T.Correlation synthetic discriminant function[J].Applied Optics,1986,25(14):2343-2350.
[5] [5] CASASENT D.Unified synthetic discriminant function computational formulation[J].Applied Optics,1984,23(10):1620-1627.
[6] [6] OPPENHEIM A V,LIM J S.The importance of phase in signals[J].Proc.IEEE,1981,69(5):529-541.
[7] [7] HORNER J L,GIANINO P D.Phase-only matched filtering[J].Applied Optics,1984,23(16):812-816.
[8] [8] KUMAR B V K V.Minimum-variance synthetic discriminant functions[J].J.Opt.Soc.Am.A.,1986,3 (10):1579-1583.
[9] [9] MAHALANOBIS A,KUMAR B V K V,CASASENT D.Minimum average correlation energy filters[J].Applied Optics,1987,26 (17):3633-3640.
[10] [10] REFREGIER P H,FIGUE J.Optimal trade-off filter for pattern recognition and their comparison with Weiner approach[J].Opt.Computer Process,1991,1(1):3-10.
[11] [11] RAVICHANDRAN G,CASASENT D.Minimum noise and correlation energy optical correlation filter[J].Applied Optics,1992,31(11):1823-1833.
[12] [12] MAHALANOBIS A,KUMAR B V K V,SONG S,et al..Unconstrained correlation filters[J].Applied Optics,1994,33 (17):3751-3759.
Get Citation
Copy Citation Text
[in Chinese], [in Chinese], [in Chinese], [in Chinese]. Study on extended equal correlation peak synthetic discriminant function algorithm[J]. Optics and Precision Engineering, 2008, 16(1): 156