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SOLUTIONS OF INVERSE PROBLEM OF GRAVIMETRY ON THE SPHERE USING NATIVE WAVELET TRANSFORM
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References10
Utemov E.V. and Nurgaliev D.K., Natural Wavelet Transformations of Gravity Data: Theory and Applications, Izvestia Physics of the Solid Earth, 41(4), 88-96, 2005.
Cooper G.R.J. Interpreting potential field data using continuous wavelet transforms of their horizontal derivatives. Computers & Geosciences, 32, 984– 992, 2006.
Moreau F. Gibert D., Holschneider M. and Saracco G., Wavelet analysis of potential fields, Inverse problem, 13, 165-178, 1997.
Ya Xu, Tianyao Hao, Zhiwei Li, Qiuliang Duan and Lili Zhang. Regional gravity anomaly separation using wavelet transform and spectrum analysis, Journal of Geophysics and Engineering. V. 6, P.279-287, 2009.
Gibert D. and Pessel M., Identification of sources of potential fields with the continious wavelet transform: Application to self-potential profiles. Geophys. Res. Lett., 28(9), 1863-1866, 2001.
Utemov E.V. and Nurgaliev D.K., Natural Wavelet Transformations of Gravity Data: Theory and Applications, Izvestia Physics of the Solid Earth, 41(4), 88-96, 2005.
Cooper G.R.J. Interpreting potential field data using continuous wavelet transforms of their horizontal derivatives. Computers & Geosciences, 32, 984– 992, 2006.
Moreau F. Gibert D., Holschneider M. and Saracco G., Wavelet analysis of potential fields, Inverse problem, 13, 165-178, 1997.
Ya Xu, Tianyao Hao, Zhiwei Li, Qiuliang Duan and Lili Zhang. Regional gravity anomaly separation using wavelet transform and spectrum analysis, Journal of Geophysics and Engineering. V. 6, P.279-287, 2009.
Gibert D. and Pessel M., Identification of sources of potential fields with the continious wavelet transform: Application to self-potential profiles. Geophys. Res. Lett., 28(9), 1863-1866, 2001.
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