Summary
The boundary problem of the potential theory is treated for the case in which the values of the vertical derivative of the gravity anomaly are known. There boundary conditions are derived and alternatives are also treated.
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В. В. Бровар: Фундаменталъные гармонические Функции с особенностъю на отрезке и решение внешних краевых задач. Изд. ВУЗ, Геод, и аэрофотосъемка, 3 (1964), 51.
И. Ф. Монин: Об определении фигуры топографической поверхности Земли Зо аномалиям вертикального градиента силы тяжести. Геод., картогр. и аэрофотосъемка, ИЛУ вяш. 4, Львов 1966.
В. В. Бровар, В. А. Магницкий, В. П. Шимберев: Теория фигуры Земли. Гоедезиздат М. 1961.
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Dedicated to RNDr. Jan Pícha, CSc., on his 60th Birthday
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Velkoborský, P. On the solution of the boundary problem of the potential theory by means of the vertical derivative of the gravity anomaly. Stud Geophys Geod 22, 38–44 (1978). https://doi.org/10.1007/BF01613630
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DOI: https://doi.org/10.1007/BF01613630