Determination of the boundary values for the Stokes–Helmert problem P Vaníček, J Huang, P Novák, S Pagiatakis, M Véronneau, Z Martinec, ... Journal of Geodesy 73, 180-192, 1999 | 148 | 1999 |
Analysis of the refined CRUST1. 0 crustal model and its gravity field R Tenzer, W Chen, D Tsoulis, M Bagherbandi, LE Sjöberg, P Novák, S Jin Surveys in geophysics 36, 139-165, 2015 | 105 | 2015 |
Downward continuation and geoid determination based on band-limited airborne gravity data P Novák, B Heck Journal of Geodesy 76, 269-278, 2002 | 89 | 2002 |
Geoid, topography, and the Bouguer plate or shell P Vaníček, P Novák, Z Martinec Journal of Geodesy 75 (4), 210-215, 2001 | 84 | 2001 |
Satellite gravity gradient grids for geophysics J Bouman, J Ebbing, M Fuchs, J Sebera, V Lieb, W Szwillus, R Haagmans, ... Scientific Reports 6, 21050, 2016 | 82 | 2016 |
Spatial and spectral analysis of refined gravity data for modelling the crust–mantle interface and mantle-lithosphere structure R Tenzer, V Gladkikh, P Novák, P Vajda Surveys in geophysics 33, 817-839, 2012 | 82 | 2012 |
On the accuracy of the bathymetry-generated gravitational field quantities for a depth-dependent seawater density distribution R Tenzer, P Novák, V Gladkikh Studia Geophysica et Geodaetica 55, 609-626, 2011 | 75 | 2011 |
On the accuracy of modified Stokes's integration in high-frequency gravimetric geoid determination P Novák, P Vaníček, M Véronneau, S Holmes, W Featherstone Journal of Geodesy 74 (9), 644-654, 2001 | 75 | 2001 |
Spectral harmonic analysis and synthesis of Earth’s crust gravity field R Tenzer, P Novák, P Vajda, V Gladkikh, Hamayun Computational Geosciences 16, 193-207, 2012 | 72 | 2012 |
Evaluation of gravity data for the Stokes-Helmert solution to the geodetic boundary-value problem P Novák University of New Brunswick, 2000 | 70* | 2000 |
The bathymetric stripping corrections to gravity field quantities for a depth-dependent model of seawater density R Tenzer, P Novák, V Gladkikh Marine Geodesy 35 (2), 198-220, 2012 | 68 | 2012 |
Effects of the spherical terrain on gravity and the geoid P Novák, P Vaníček, Z Martinec, M Véronneau Journal of Geodesy 75, 491-504, 2001 | 68 | 2001 |
Global crust-mantle density contrast estimated from EGM2008, DTM2008, CRUST2. 0, and ICE-5G R Tenzer, Hamayun, P Novak, V Gladkikh, P Vajda Pure and Applied Geophysics 169, 1663-1678, 2012 | 67 | 2012 |
The effect of topographical and atmospheric masses on spaceborne gravimetric and gradiometric data P Novák, EW Grafarend Studia geophysica et geodaetica 50, 549-582, 2006 | 65 | 2006 |
On geoid determination from airborne gravity P Novák, M Kern, KP Schwarz, MG Sideris, B Heck, S Ferguson, ... Journal of Geodesy 76, 510-522, 2003 | 65 | 2003 |
Colorado geoid computation experiment: overview and summary YM Wang, L Sánchez, J Ågren, J Huang, R Forsberg, HA Abd-Elmotaal, ... Journal of Geodesy 95 (127), 1-21, 2021 | 62 | 2021 |
Ellipsoidal representation of the topographical potential and its vertical gradient P Novák, EW Grafarend Journal of Geodesy 78, 691-706, 2005 | 58 | 2005 |
Improved global crustal thickness modeling based on the VMM isostatic model and non-isostatic gravity correction M Bagherbandi, R Tenzer, LE Sjöberg, P Novák Journal of Geodynamics 66, 25-37, 2013 | 51 | 2013 |
Evaluation of precise terrain effects using high‐resolution digital elevation models D Tsoulis, P Novák, M Kadlec Journal of Geophysical Research: Solid Earth 114 (B2), 2009 | 47 | 2009 |
Iterative spherical downward continuation applied to magnetic and gravitational data from satellite J Sebera, M Šprlák, P Novák, A Bezděk, M Vaľko Surveys in Geophysics 35, 941-958, 2014 | 46 | 2014 |