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Solution to the Stokes boundary-value problem on an ellipsoid of revolution, and . 41 (2): 103--129 (1997)Comments on “Solution of the Dirichlet and Stokes exterior boundary problems for the Earth's ellipsoid” by V.V. Brovar, Z.S. Kopeikina, M.V. Pavlova Journal of Geodesy (2001) 74: 767–772, and . 77 (5): 357--360 (2003)Towards a better understanding of the Earth's interior and geophysical exploration research "GOCE-GDC", , , , , , , , , and 1 other author(s). (2012)An estimate of global mean sea-level rise inferred from tide-gauge measurements using glacial-isostatic models consistent with the relative sea-level record, , and . 164 (4): 791--818 (2007)Glacial-isostatic adjustment and the viscosity structure underlying Vatnajökull, , and . 164 (4): 751--768 (2007)Spacetime modelling of the Earth's gravity field by ellipsoidal harmonics, , and . page 159--252. Springer Heidelberg, (2010)Spacetime modeling of the Earth's gravity field by ellipsoidal harmonics, , and . page 381--456. Springer Verlag, Berlin-Heidelberg, 2nd edition edition, (2015)Solution of the Stokes Boundary-Value Problem on an Ellipsoid of Revolution, and . 41 (2): 103--129 (1997)Material versus local incompressibility and its influence on glacial-isostatic adjustment, , and . 144 (1): 136--156 (2001)Contemporary changes in the geoid about Greenland: predictions relevant to gravity space missions, , , and . Earth Observation with CHAMP, Springer Berlin Heidelberg, (2005)