Groh, Andreas;Horwath, Martin;Horvath, Alexander;Meister, Rakia;Sørensen, Louise Sandberg;Barletta, Valentina R.;Forsberg, René;Wouters, Bert;Ditmar, Pavel;Ran, Jiangjun;Klees, Roland;Su, Xiaoli;Shang, Kun;Guo, Junyi;Shum, C. K.;Schrama, Ernst;Shepherd, Andrew.Evaluating GRACE Mass Change Time Series for the Antarctic and Greenland Ice Sheet—Methods and Results.Geosciences.2019.9.10

Zingerle, P.;Pail, R.;Scheinert, M.;Schaller, T..Evaluation of terrestrial and airborne gravity data over Antarctica – a generic approach.Journal of Geodetic Science.2019.9.1.Aug.29--30

Willberg, Martin;Zingerle, Philipp;Pail, Roland.Residual least-squares collocation: use of covariance matrices from high-resolution global geopotential models.Journal of Geodesy.2019.Jul

Siemes, Christian;Rexer, Moritz;Schlicht, Anja;Haagmans, Roger.GOCE gradiometer data calibration.Journal of Geodesy.2019.Jun

Abrykosov, Petro;Pail, Roland;Gruber, Thomas;Zahzam, Nassim;Bresson, Alexandre;Hardy, Emilie;Christophe, Bruno;Bidel, Yannick;Carraz, Olivier;Siemes, Christian.Impact of a novel hybrid accelerometer on satellite gravimetry performance.Advances in Space Research.2019.63.10.3235 - 3248

Hirt, Christian;Yang, Meng;Kuhn, Michael;Bucha, Blažej;Kurzmann, Andre;Pail, Roland.SRTM2gravity: An Ultrahigh Resolution Global Model of Gravimetric Terrain Corrections.Geophysical Research Letters.2019.46.9

Hirt, Christian;Yang, Meng;Kuhn, Michael;Bucha, Blažej;Kurzmann, Andre;Pail, Roland.SRTM2gravity: an ultra-high resolution global model of gravimetric terrain corrections.Geophysical Research Letters.0.ja

Saadat, S. A.;Safari, A.;Pitoňák, M.;Rexer, M..Regional gravity field recovery of the void areas using SGG-derived surface residual gravity disturbances based on least-squares collocation: a case study in Iran.Journal of Applied Geophysics.2019.164.40 - 52

Fernandez, O. R.; Utzmann, J.; Hugentobler, U..SPOOK - A comprehensive Space Surveillance and Tracking analysis tool.Acta Astronautica.2019.158.03.178-184

Bucha, Blažej;Hirt, Christian;Kuhn, Michael.Divergence-free spherical harmonic gravity field modelling based on the Runge--Krarup theorem: a case study for the Moon.Journal of Geodesy.2019.93.4.Apr.489--513