Pavel Novak, Ph.D.
Affiliations: | 2000 | University of New Brunswick (Canada) |
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GeodesyGoogle:
"Pavel Novak"Mean distance: 4723.33
Parents
Sign in to add mentor| Petr Vanicek | grad student | 2000 | University of New Brunswick (Canada) | |
| (Evaluation of gravity data for the Stokes -Helmert solution to the geodetic boundary-value problem.) | ||||
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Publications
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| Pitoňák M, Novák P, Eshagh M, et al. (2020) Downward continuation of gravitational field quantities to an irregular surface by spectral weighting Journal of Geodesy. 94: 1-26 |
| Novák P, Pitoňák M, Šprlák M, et al. (2019) Higher-order gravitational potential gradients for geoscientific applications Earth-Science Reviews. 198: 102937 |
| Goli M, Foroughi I, Novák P. (2019) The effect of the noise, spatial distribution, and interpolation of ground gravity data on uncertainties of estimated geoidal heights Studia Geophysica Et Geodaetica. 63: 35-54 |
| Tenzer R, Foroughi I, Hirt C, et al. (2019) How to Calculate Bouguer Gravity Data in Planetary Studies Surveys in Geophysics. 40: 107-132 |
| Goli M, Foroughi I, Novák P. (2019) Application of the one-step integration method for determination of the regional gravimetric geoid Journal of Geodesy. 93: 1631-1644 |
| Foroughi I, Vaníček P, Kingdon RW, et al. (2019) Sub-centimetre geoid Journal of Geodesy. 93: 849-868 |
| Goli M, Foroughi I, Novak P. (2018) On estimation of stopping criteria for iterative solutions of gravity downward continuation Canadian Journal of Earth Sciences. 55: 397-405 |
| Pitoňák M, Eshagh M, Šprlák M, et al. (2018) Spectral combination of spherical gravitational curvature boundary-value problems Geophysical Journal International. 214: 773-791 |
| Novák P, Šprlák M. (2018) Spheroidal Integral Equations for Geodetic Inversion of Geopotential Gradients Surveys in Geophysics. 39: 245-270 |
| Šprlák M, Novák P. (2018) Correction to: Spherical gravitational curvature boundary-value problem Journal of Geodesy. 92: 573-573 |