[1] [1] P. D. Ruiz,J. M. Huntley,R. D. Wildman. Depth-resolved whole-field displacement measurement by wavelength-scanning electronic speckle pattern interferometry[J]. Appl. Opt.,2005,44(19):3945-3953

[2] [2] D. I. Farrant,G. H. Kaufmann,J. N. Petzing et al.. Measurement of transient deformations with dual-pulse addition electronic speckle-pattern interferometry[J]. Appl. Opt.,1998,37(31):7259-7267

[3] [3] A. Davila,G.H. Kaufmann,C. Pe′rez-Lo′pez. Transient deformation analysis by a carrier method of pulsed electronic speckle-shearing pattern interferometry[J]. Appl. Opt.,1998,37(19):4116-4122

[4] [4] T. Kreis. Digital holographic interference-phase measurement using the Fourier transform method[J]. J. Opt. Soc. Am. A,1986,3(6):847-855

[5] [5] S. Nakadate,H. Saito. Fringe scanning speckle-pattern interferometry[J]. Appl. Opt.,1985,24(14):2172-2180

[6] [6] K. Creath. Phase-shifting speckle interferometry[J]. Appl. Opt.,1985,24(18):3053-3058

[7] [7] C. Tang,F. Zhang,B. Li et al.. Performance evaluation of partial differential equation models in electronic speckle pattern interferometry and -mollification method of phase map[J]. Appl. Opt.,2006,45(10):7392-7400

[8] [8] K. H. Womack. Interferometric phase measurement using spatial synchronous detection[J]. Opt. Eng.,1984,23(4):391-395

[9] [9] M. Servin,D. Malacara,R. Rodriguez-Vera. Phase-locked-loop interferometry applied to aspheric testing with a computer-stored compensator[J]. Appl. Opt.,1994,33(13):2589-2595

[10] [10] M. Servin,J. L. Marroquin,F. J. Cuevas. Fringe-follower regularized phase tracker for demodulation of closed-fringe interferograms[J] . J. Opt. Soc. Am. A.,2001,18(3):689-695

[11] [11] F. J. Cuevas,J. H. Sossa-Azuela,M. Servin. A parametric method applied to phase recovery from a fringe pattern based on a genetic algorithm[J]. Opt. Commun.,2002,203(3-6):213-223

[12] [12] C. K. Hong,H. S. Ryu,H. C. Lim. Least-squares fitting of the phase map obtained in phase-shifting electronic speckle pattern interferometry[J]. Opt. Lett.,1995,20(8):931-933

[13] [13] H. A. Aebischer,S. Waldner. A simple and effective method for filtering speckle-interferometric phase fringe patterns[J]. Opt. Commun.,1999,162(4):205-210

[14] [14] C. Tang,F. Zhang,H. Yan et al.. Denoising in electronic speckle pattern interferometry fringes by the filtering method based on partial differential equations[J]. Opt. Commun.,2006,260(1):91-96

[15] [15] A. P. Witkin. Scale-space filtering[C]. Proceedings of IJCAI,Karlsruhe,1983. 1019-1021

[16] [16] P. Perona,J. Malik. Scale-space and edge detection using anisotropic diffusion[J]. IEEE TPAMI.,1990,12(7):629-639

[17] [17] F. Catté,P.-L. Lions,J.-M. Morel et al.. Image selective smoothing and edge detection by nonlinear diffusion[J]. SIAM J. Numer. Anal.,1992,29(1):182-193

[18] [18] L. Alvarez,P.-L. Lions,J.-M. Morel. Image selective smoothing and edge detection by nonlinear diffusion[J]. SIAM J. Numer. Anal.,1992,29(1):845-866

[19] [19] Y. You,M. Kaveh. Fourth-order partial differential equations for noise removal[J]. IEEE Trans. Image Process.,2000,9(10):1723-1730

[20] [20] Y. Chen,C. A. Z. Barcelos,B. A. Mairz. Smoothing and edge detection by time-varying coupled nonlinear diffusion equations[J]. Comput. Vis. Image Underst.,2001,82(2):85-100

[21] [21] Y. Chen,B. C. Vemuri,L. Wang. Image denoising and segmentation via nonlinear diffusion[J]. Comput. Math. Appl.,2000,39(5-6):131-149

[22] [22] C. Tang,W. Lu,S. Chen et al.. Denoising by coupled partial differential equations and extracting phase by backpropagation neural networks for electronic speckle pattern interferometry[J]. Appl. Opt.,2007,46(30):7475-7484

[23] [23] F. Zhang,W. Liu,C. Tang et al.. Variational denoising method for electronic speckle pattern interferometry[J]. Chin. Opt. Lett.,2008,6(1):38-40

[24] [24] C. Tang,F. Zhang,Z. Chen. Contrast enhancement for electronic speckle pattern interferometry fringes by the differential equation enhancement method[J]. Appl. Opt.,2006,45(10):2287-2294

[25] [25] C. Tang,W. Lu,S. Chen et al.. Denoising by coupled partial differential equations and extracting phase by backpropagation neural networks for electronic speckle pattern interferometry[J]. Appl. Opt.,2007,46(30):7475-7484

[26] [26] C. Tang,L. Han,H. Ren et al.. Second-order oriented partial-differential equations for denoising in electronic-speckle-pattern interferometry fringes[J]. Opt. Lett.,2008,33(19):2179-2181

[27] [27] L. Hong,Y. Wan,Anil Jain. Fingerprint image enhancement:algorithm and performance evaluation[J]. IEEE Transactions on pattern analysis and machine intelligence.,1998,20(8):777-789

[28] [28] M. Kawagoe,A. Tojo. Fingerprint pattern classification[J]. Pattern Recogn.,1984,17(3):295-303

[29] [29] M. Kass,A. Witkin. Analyzing oriented patterns[J]. Comput. Vis. Graph. Image Process.,1987,37(3):362-385

[30] [30] C. Xu,J. L. Prince. Snakes shapes and gradient vector flow[J]. IEEE Trans. Image Process.,1998,7(3):359-369

[31] [31] C. Tang,W. Lu,Y. Cai et al.. Nearly preprocessing-free method for skeletonization of gray-scale electronic speckle pattern interferometry fringe patterns via partial differential equations[J]. Opt. Lett.,2008,33(2):183-185