Abstract
Arne Bjerhammar is well known worldwide mainly for his research in physical geodesy but also for introducing a new matrix algebra with generalized inverses applied in geodetic adjustment. Less known are his developments in geodetic engineering and contributions to satellite and relativistic geodesy as well as studies on the relation between the Fennoscandia land uplift and the regional gravity low. Most likely part of his research has contributed to worldwide political relaxation during the cold war, which deed was honored by a certificate of achievement awarded by the Department of Research of the US army as well as the North Star Order by the King of Sweden.
Arne Bjerhammar’s pioneer scientific production, in particular on a world geodetic system, towards what would become GPS, as well as relativistic geodesy, is still of great interest among the worldwide geodetic community, while the memories and spirit along his outstanding academic deeds have more or less fainted away from his home university (KTH) only a decade after he passed away.
References
Ågren J. et al., 2016, The NKG2015 gravimetric geoid model for the Nordic-Baltic region, Presented at the international symposium on GGGH systems, 19-23 September 2016, Thessaloniki, GreeceSearch in Google Scholar
Andersen O. B. (Ed.), 2001, Nordic Geodetic Commission - the first 50 years. Kort- & Matrikelstyrelsen, Copenhagen, DenmarkSearch in Google Scholar
Asplund L., 1945, Ueber einige methoden fuer die Ausgleichung grosser Dreiecksnetze. Mit praktischer Anwendung im Sued-schwedischen Ausgleichungsgebiet der Baltischen Geodätis-chen Kommission, Diss. KTH (43), StockholmSearch in Google Scholar
Bjerhammar A., 1948a, A contribution to the methods of optical distance measuring, specially with regard to the problems of automatic plotting, Diss. KTH (1948), StockholmSearch in Google Scholar
Bjerhammar A., 1948b, Några synpunkter på matriskalkylens användning inom utjämningsräkningen. Sven. Lantmäteritidskr. 6, 460-489Search in Google Scholar
Bjerhammar A., 1955, En ny matrisalgebra, Svensk Lantmäteritidskr., 5/6Search in Google Scholar
Bjerhammar A., 1957, A generalized matrix algebra, N.R.C. Can. Div. Appl. Phys., OttawaSearch in Google Scholar
Bjerhammar A., 1962a, Geodesi (In Swedish), Almqvist and Wiksell, StockholmSearch in Google Scholar
Bjerhammar A., 1962b, On an explicit solution of the gravimetric boundary value problem for an ellipsoidal surface of reference, Division of Geodesy, Royal Institute of Technology, Stockholm.Search in Google Scholar
Bjerhammar A., 1963, A new theory of gravimetric geodesy Division of Geodesy, Royal Institute of Technology, Stockholm.Search in Google Scholar
Bjerhammar A., 1969a, On the energy integral for satellites, Tellus, 21(1): 1-910.3402/tellusa.v21i1.10050Search in Google Scholar
Bjerhammar A., 1969b, Studies on a coalescent world geodetic system, Tellus 21(4), 517-54810.3402/tellusa.v21i4.10104Search in Google Scholar
Bjerhammar A., 1972, A determination of the velocity of light using the twin superheterodyne principle, Tellus 24(5), 481-49510.3402/tellusa.v24i5.10661Search in Google Scholar
Bjerhammar A., 1973, Theory of errors and generalized matrix inverses, Elsevier Scient. Publ. Co., Amsterdam-London-New YorkSearch in Google Scholar
Bjerhammar A., 1975, Discrete approaches to the solution of the boundary value problem in physical geodesy, Boll. Geod. e Sci. Aff. 24(2)10.1111/j.2153-3490.1975.tb01663.xSearch in Google Scholar
Bjerhammar A., 1977, The gravity field in Fennoscandia and post-glacial crustal movements. Division of Geodesy, Royal Institute of technology, Stockholm, SwedenSearch in Google Scholar
Bjerhammar A., 1980, Postglacial uplifts and geopotentials in Fennoscandia, In N. A. Mörner (Ed.), Earth Rheology, Isostasy and Eustasy, John Wiley and Sons, 323-326Search in Google Scholar
Bjerhammar A., Stocki S. and Svensson L, 1983, A geodetic determination of viscosity, Division of Geodesy, Royal Institute of Technology, Stockholm, SwedenSearch in Google Scholar
Bjerhammar A., 1985, On a relativistic geodesy, Bull. Geod. 59, 207-22010.1007/BF02520327Search in Google Scholar
Bjerhammar A, 1986, Relativistic geodesy. Technical report. NOAA, National Geodetic Survery 36Search in Google Scholar
Bruzelius N., 2003, USAs försvarsgaranti för Sverige under kalla kriget ur submarint perspektiv, Magisteruppsats, Historiska institutionen, Stockholms universitet (39 pages)Search in Google Scholar
Freeden W. and Nashed M. Z. (Eds.), 2018, Handbook of Mathematical Geodesy, Springer Int. Publ. AG, Cham, Switzerland10.1007/978-3-319-57181-2Search in Google Scholar
Krarup T., 1969, A contribution to the mathematical foundation of physical geodesy. Geod Inst Medd No. 44, CopenhagenSearch in Google Scholar
Rao C. R., 1962, A note on a generalized inverse of a matrix with applications to problems of mathematical statistics, J. R. Stat. Soc., B., 24,152-15810.1111/j.2517-6161.1962.tb00447.xSearch in Google Scholar
Sjöberg L. E. 1976, Determination of refraction by an interferometer. (In Swedish), Svensk Lantmäteritidskrift 68(3),148-153Search in Google Scholar
Sjöberg L. E., 1996, In memoriam: Erik Tengström (1913-1996), IAG Newsletter 1996.6Search in Google Scholar
Sjöberg L. E., 2011, Obituary for Arne Bjerhammar, J Geodesy 85: 255-25610.1007/s00190-011-0453-3Search in Google Scholar
Sjöberg L. E. and Bagherbandi M., 2017, Gravity inversion and integration – theory and applications in Geodesy and Geophysics, Springer International Publishing AG10.1007/978-3-319-50298-4_8Search in Google Scholar
Tengström E., 1954, Outlines of a method for determining the geoid in Sweden by free-air anomalies, Statens Reproduktionsanstalt, StockholmSearch in Google Scholar
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