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Spherical Tikhonov regularization wavelets in satellite gravity gradiometry with random noise
Abstract. A special class of regularization methods for satellite gravity gradiometry based on Tikhonov spherical regularization wavelets is considered, with particular emphasis on the case of data blurred by random noise. A convergence rate is proved for the regularized solution, and a method is discussed for choosing the regularization level a posteriori from the gradiometer data.
Spherical Tikhonov regularization wavelets in satellite gravity gradiometry with random noise
Abstract. A special class of regularization methods for satellite gravity gradiometry based on Tikhonov spherical regularization wavelets is considered, with particular emphasis on the case of data blurred by random noise. A convergence rate is proved for the regularized solution, and a method is discussed for choosing the regularization level a posteriori from the gradiometer data.
Spherical Tikhonov regularization wavelets in satellite gravity gradiometry with random noise
Freeden, W. (Autor:in) / Pereverzev, S. (Autor:in)
Journal of Geodesy ; 74
2001
Aufsatz (Zeitschrift)
Englisch
BKL:
38.73
Geodäsie
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