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Global atmospheric effects on the gravity field quantities

References Anderson E. G., Rizos C., Mather R. R., 1975: Atmospheric effects in physical geodesy. Unisurv., G23, 23-41, University of NSW, Sydney, Australia. Anderson E. G., 1976: The effect of topography on solutions of Stokes problem: Unisurv., S14, University of NSW, Sydney, Australia. Ecker E., Mittermayer E., 1969: Gravity corrections for the influence of the atmosphere. Bull. Geofis. Teor. Appl. , 11, 70-80. Eshagh M., Sjöberg L. E., 2009

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Evaluation of recent Earth’s global gravity field models with terrestrial gravity data

References Brockmann J. M., Zehentner N., Höck E., Pail R., Loth I., Mayer-Gürr T., Schuh W.-D., 2014: EGM_TIM_RL05: An independent geoid with centimeter accuracy purely based on the GOCE mission. Geophysical Research Letters, 41 , 8089–8099. Bruinsma S. L., Marty J. C., Balmino G., Biancale R., Foerste C., Abrikosov O., Neumayer H., 2010: GOCE Gravity Field Recovery by Means of the Direct Numerical Method, Proceeding at the ESA Living Planet Symposium, 27th June – 2nd July 2010, Bergen, Norway. Drinkwater M., Floberghagen R., Haagmans R., Muzi

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The first stripped gravity map of the Turčianska Kotlina Basin

References Alasonati Tašárová Z., Bielik M., Götze H.-J., 2008: Stripped image of the gravity field of the Carpathian-Pannonian region based on the combined interpretation of the CELEBRATION 2000 data. Geologica Carpathica, 59, 3, 199-209. Alasonati Tašárová Z., Afonso J. C., Bielik M., Götze H.-J., Hók J., 2009: The lithospheric structure of the Western Carpathian-Pannonian region based on the CELEBRATION 2000 seismic experiment and gravity modeling. Tectonophysics, 475, 454-469. Barry J., 1991

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Rosborough Formulation in Satellite Gravity Gradiometry

References European Space Agency, (1999) Gravity field and steady-state Ocean Circulation mission. Reports for the Mission selection. The four candidate Earth explorer core missions. ESA SP-1233(1), European Space Agency. Kaula, W.M., (1966) Theory of satellite geodesy. Blaisdell Publishing Company. Klees, R., Koop, R., Visser, P., Van den Ijssel, J., (2000) Efficient gravity field recovery from GOCE gravity gradient observations. Journal of geodesy 74, 561-571. Lemoine, F.G., Kenyon, S

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On inverting gravity changes with the harmonic inversion method: Teide (Tenerife) case study

References Brimich L., Fernández J., Granell R. D. R., Hvoždara M., 1996: Some comments on the effects of earth models on ground deformation modelling. Studia Geophysica et Geodaetica, 40 , 14–24. Brimich L., Charco M., Kohút I., Fernández J., 2011: 3D analytical and numerical modelling of the regional topography influence on the surface deformation due to underground heat source. Contributions to Geophysics and Geodesy, 41 , 3, 251–165. Charco M., Brimich L., Fernández J., 2002. Topography effects on the displacements and gravity changes due

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Surface displacements, deformations and gravity changes due to underground heat source

References Babuška I., Szabo B., 1990: Finite Element Analysis, N. Y., J. Wiley. Brimich L., 2000: Thermoviscoelastic models of the deformations and gravity changes due to anomalous source of heat. Acta geod. et geoph. Hung., 35 , 37–48. Cayol V., Cornet F. H., 1998: Effects of topography on the interpretation of the deformation field of prominents volcanoes: Application to Etna. Geophys. Res. Lett., 25 , 1979–1982. Charco M., Brimich L., Fernández J., 2002: Topography effects on displacements and gravity changes due to magma intrusions

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Ocean Tidal Loading from the Gravity Measurements at Jozefoslaw Observatory

References Agnew D. C. (1997). NLOADF: a program for computing ocean-tide loading. J. Geophys. Res. , 102, 5109-5110. Baker T. and Bos M. (2003). Validating Earth and ocean tide models using tidal gravity measurements. Geophysical Journal International , 152, 468-485. Bogusz J. (2002). New tidal gravimetric laboratory in Jozefoslaw. Reports on Geodesy , 61(1), 153-159. Boy J. P. and Hinderer J. (2006). Study of the seasonal gravity signal by

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The Influence of Pregnancy on the Location of the Center of Gravity in Standing Position

pregnancy. J Bone & Joint Surg. 2000, 82 (5): 625-33. Franklin ME, Conner-Kerr T An analysis of posture and back pain in the first and third trimesters of pregnancy. J Orthop Sports Phys Ther. 1998, 28 (3): 133-8. Fries EC, Hellebrandt FA The influence of pregnancy on the location of the center of gravity, postural stability, and body alignment. Am J Obstet Gynecol. 1943, 46: 374-80. Gilleard WL, Brown JM Structure and function of the abdominal muscles in primigravid subjects during pregnancy

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Sensitivity of Lageos Orbits to Global Gravity Field Models

References Appleby, G. M. (1998) Long-Arc analyses of SLR Observations of the Etalon Geodetic Satellites. JoGeod , Vol. 72, Issue 6, pp. 333-342 Beutler G. (2005) Methods of Celestial Mechanics, Springer-Verlag , Berlin, Heidelberg Bloßfeld M. (2011) Adjustment of EOP and gravity field parameter from SLR observations Proceedings of 17 th ILRS Workshop , Bundesamt für Kartographie und Geodäsie Bruinsma S. L., Marty J. C., Balmino G., Biancale R., Foerste

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On the existence of neutral directions of the normal gravity field

plumblines of the Earth’s normal gravity field and its isocurvature lines. Studia Geophysica et Geodetica, 55, 3, Springer Netherlands, 501-514. Manoussakis G., 2013: Estimation of the normal E¨otv¨os matrix for low geometric heights. Acta Geodaetica et Geophysica, 48, 2, Springer, 179-189. Marussi A., 1985: Intrinsic Geodesy. Translated by W. I. Reilly, Springer Verlag, 87-91. Panou G., Yannakakis N., Delikaraoglou D., 2013: An analysis of the linear fixed altimetrygravimetry boundary-value problem. Studia

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