Cawley, P., and Adams, R. D., 1979, “The Location of Defects in Structures From Measurement of Natural Frequencies,” J. Strain Anal.

[CrossRef], 14 , pp. 49–57.

Narkis, Y., 1994, “Identification of Crack Location in Vibrating Simply Supported Beams,” J. Sound Vib.

[CrossRef], 172 , pp. 549–558.

Messina, A., and Jones, I. A., 1996, “Damage Detection and Localization Using Natural Frequency Change,” "*14th International Modal Analysis Conference*", Orlando, pp. 67–76.

Messina, A., Williams, E. J., and Contursi, T., 1998, “Structural Damage Detection by Sensitivity and Statistical-Based Method,” J. Sound Vib.

[CrossRef], 216 (5), pp. 791–808.

Salawu, O. S., 1997, “Detection of Structural Damage Through Changes in Frequencies: A Review,” Eng. Struct.

[CrossRef], 19 , pp. 718–723.

Lee, Y.-S., and Chung, M.-J., 2000, “A Study on Crack Detection Using Eigenfrequency Test Data,” Comput. Struct.

[CrossRef], 77 , pp. 327–342.

Hadjileontiadis, L. J., Douka, E., and Trochidis, A., 2005, “Crack Detection in Beams Using Kurtosis,” Comput. Struct., 83 , pp. 909–919.

Liew, K. M., and Wang, Q., 1998, “Application of Wavelet Theory for Crack Identification in Structures,” J. Eng. Mech.

[CrossRef], 124 , pp. 152–157.

Douka, E., Loutridis, S., and Trochidis, A., 2003, “Crack Identification in Beams Using Wavelet Analysis,” Int. J. Solids Struct.

[CrossRef], 40 , pp. 3557–3569.

Loutridis, S., Douka, E., and Trochidis, A., 2004, “Crack Identification in Double-Cracked Beams Using Wavelet Analysis,” J. Sound Vib., 277 , pp. 1025–1039.

Gentile, A., and Messina, A., 2003, “On the Continuous Wavelet Transforms Applied to Discrete Vibrational Data for Detecting Open Cracks in Damaged Beams,” Int. J. Solids Struct., 40 , pp. 295–315.

Deng, X., and Wang, Q., 1998, “Crack Detection Using Spatial Measurements and Wavelet,” Int. J. Fract., 91 , pp. 23–28.

Chang, C.-C., and Chen, L.-W., 2005, “Detection of the Location and Size of Cracks in the Multiple Cracked Beam by Spatial Wavelet Based Approach,” Mech. Syst. Signal Process., 19 , pp. 139–155.

Zhong, S., and Oyadiji, S. O., 2005, “Detection of Cracks in Simply-Supported Beams by Wavelet Analysis,” "*The International Conference on Vibration Engineering*", Timisoara, Romania, Sept. 27–30, pp. 343–348.

Nason, G. P., and Silverman, B. W., “The Stationary Wavelet Translation and Some Statistical Applications,” "*Wavelet and Statistics*" (Lecture Notes in Statistics ), A.Antonladis and G.Oppenheim, eds., Springer, New York, pp. 281–299.

Pesquet, J. C., Krim, H., and Carfantan, H., 1996, “Time-Invariant Orthonormal Wavelet Representations,” IEEE Trans. Signal Process.

[CrossRef], 44 , pp. 1964–1970.

Wang, X. H., Istepanian, R. S. H., and Song, Y. H., 2003, “Microarray Image Enhancement by Denoising Using Stationary Wavelet Transform,” IEEE Trans. Nanobiosci.

[CrossRef], 2 (4), pp. 184–189.

Guo, H., Odegard, H., Burrus, J. E., and Wells, C. S., 1996, “Noise Reduction Using an Undecimated Discrete Wavelet Transform,” IEEE Trans. Signal Process., 3 , pp. 10–12.

Mallat, S., 1989, “A Theory for Multiresolution Signal Decomposition: The Wavelet Representation,” IEEE Trans. Pattern Anal. Mach. Intell.

[CrossRef], 11 , pp. 674–693.

Wu, D., and Law, S. S., 2004, “Damage Localization in Plate Structures From Uniform Load Surface Curvature,” J. Sound Vib.

[CrossRef], 276 , pp. 227–244.

Jaishi, B., and Ren, W. X., 2006, “Damage Detection by Finite Element Model Updating Using Modal Flexibility Residual,” J. Sound Vib., 290 , pp. 369–387.

Xia, Y., and Hao, H., 2003, “Statistical Damage Identification of Structures With Frequency Changes,” J. Sound Vib.

[CrossRef], 263 , pp. 853–870.