Summary
The subject of this paper is one method of numerical computing of the resolution of a summary anomalous field into its components, a method which respects the spectral approach to this problem.
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References
К. В. Гладкий: Разделение суммарных гравитационных полей как процесс частотной фильтрации. Прикл. геоф., 25 (1960), 114.
K. P. Jakowlew: Mathematische Auswertung von Messergebnissen, Vlg. Technik, Berlin 1952.
L. Kubáčková: Mathematical Model for Optimum Wiener Filtration of Continuous Geophysical Fields. Travaux Inst. Géophys. Acad. Tchécosl. Sci. No 321, Geofysikálni sborník 1970, Academia, Praha 1972.
L. Kubáčková: Summations for the Generalized Wiener Filtration of Geophysical Fields in the Points of a Square Grid. Travaux Inst. Géophys. Acad. Tchécosl. Sci. No 322, Geofysikální sborník 1970, Academia, Praha 1972.
B. R. Levin: Teorie náhodných procesů a její aplikace v radiotechnice. SNTL, Praha 1965.
H. Moritz: Optimum Smoothing of Aerial Gravity Measurements. DGK Bayer. Akad. d. Wiss., R.A., Nr 57, München 1967.
В. Н. Страхов: К вопросу о построении найлучших вычислительных схем для трансформаций потенциальных полей. Изв. АН СССР, сер. геоф., No 12 (1963), 1780.
В. Н. Страхов: О сглаживании наблюдений значений потенциальных полей I, II. Изв. АН СССР, сер. геоф., No 10 (1964), 1479; No 11 (1964), 1634.
C. A. Swartz, V. M. Sokoloff: Filtering Associated with Selective Sampling of Geophysical Data. Geophysics, XIX (1954), 402.
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Dedicated to 90th Birthday of Professor František Fiala
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Kubáčková, L. The use of the discrete surface fourier analysis of anomalous fields for resolving them. Stud Geophys Geod 17, 106–110 (1973). https://doi.org/10.1007/BF01613679
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DOI: https://doi.org/10.1007/BF01613679