References
- Ekman , M. 1989 . Impacts of geodynamic phenomena on systems for height and gravity . Bull. Géod. , 63 : 281 – 296 .
- Ekman , M. 1992 . Postglacial rebound and sea level phenomena with special reference to Fennoscadia and the Baltic Sea , Espoo, , Finland : Nordic Geodetic Commission 3rd Research School .
- Forsberg , R. NKG Nordic standard geoid 1989 . Proc. General Meeting of the Nordic Geodetic Commission . Copenhagen. pp. 75 – 82 .
- Forsberg , R. , Kaminskis , J. and Solheim , D. Geoid of the Nordic and Baltic region from gravimetry and satellite altimetry . Proc. Int. Symp. on Gravity, Geoid and Marine Geodesy’ (GRAGEOMAR) . Tokyo. Vol. 117 , pp. 540 – 547 . Berlin : Springer‐Verlag . IAG Symp. Ser.
- Heiskanen , W. and Moritz , H. 1967 . Physical geodesy , San Francisco : Freeman .
- Molodenskij , M. S. , Eremeev , V. F. and Yurkina , M. I. 1962 . Methods for study of the external gravitational field and figure of the Earth , Washington DC : Office of Technical Services, Department of Commerce .
- Pan , M. and Sjöberg , L. E. 1998 . Unification of vertical datums by GPS and gravimetric geoid models with application to Fennoscadia . J. Geod. , 72 : 64 – 70 .
- Rapp , R. H. and Balasubramania , N. 1992 . A conceptual formulation of a world height system , Dept. Geod. Sci. Rep. 421 Columbus, OH : Ohio State University .
- Ries , J. C. , Eanes , R. J. , Shum , C. K. and Watkins , M. M. 1992 . Progress in the determination of the gravitational coefficient of the Earth . Geophys. Res. Lett. , 19 (6) : 529 – 531 .
- Rummel , R. and Teunissen , P. 1988 . Height datum defintion, height datum connection and the role of the geodetic boundary value problem . Bull. Géod. , 62 : 477 – 498 .
- Sjöberg , L. E. 1980 . Least squares combination of satellite harmonics and integral formulas in physical geodesy . Gerlands Beiträge zur Geophysik , 89 : 371 – 377 .
- Sjöberg , L. E. 1983 . Land uplift and its implications on the geoid in Fennoscadia . Tectonophysics , 97 : 97 – 101 .
- Sjöberg , L. E. 1986 . Comparison of some methods of modifying Stokes’ formula . Bolletino di Geodesia E Scienze Affini , XLV (3)
- Sjöberg , L. E. 1989 . “ The secular change of gravity and the geoid in Fennoscadia ” . In Earthquakes at North‐Atlantic passive margins: neotectonics and postglacial rebound , Series C Edited by: Gregersen , S. and Bashman , P. W. Vol. 226 , 125 – 139 . Kluwer .
- Sjöberg , L. E. 1991a . Refined least‐squares modification of Stokes formula . Manuscr. Geod. , 16 : 367 – 375 . Dordrecht, The Netherlands
- Sjöberg , L. E. 1991b . Aland GPS levelling campaign in 1987 . Bull. Géod. , 65 : 209 – 217 .
- Sjöberg , L. E. and Fan , H. 1986 . Studies on the secular land uplift and long periodic variations of sea level around the coasts of Sweden , Rep. 1003 Stockholm, , Sweden : Department of Geodesy and Photogrammetry, Royal Institute of Technology .
- Vanicek , P. and Kleusberg , A. 1987 . The Canadian Geoid‐Stokesian approach . Manuscr. Geod. , 19 : 119 – 128 .
- Vaníček , P. and Sjöberg , L. E. 1991 . Reformulation of Stokes’ theory for higher than second degree reference field and modification of integration kernels . J. Ceophys. Res. , 96 (B4) : 6529 – 6539 .
- Vincent , S. and Marsh , J. Gravimetric global geoid . Proc. Int. Symp. on the Use of Artificial Satellites for Geodesy and Geodynamics . Edited by: Veis , G. Athens, , Greece : National Technical University .
- Wenzel , H. G. Geoid determination by least squares combination using integral kernels . IAG General Meeting . Tokyo.