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Person
Person

Person

Kurt Seitz (1960-)

Name

Kurt Seitz

Time

1960- (Date of birth and death)

Place

Deutschland

Academic degree

Dr.-Ing. (an der Fakultät für Bauingenieur- und Vermessungswesen der Universität Karlsruhe) (1997)

Related

Geodätisches Institut (Karlsruhe)

Source

Homepage: https://www.gik.kit.edu/mitarbeiter_seitz_kurt.php (Stand: 02.10.2018)

Record type

Person

GND-Identifier

120182033

Record ID

120182033

Involved in

show all

Use of laterally varying crustal density in gravity interpolation at large data gaps: experiment for the continent Africa

A comparative study on the parametrization of a time-variable geopotential model from GRACE monthly solutions

External gravitational field of a homogeneous ellipsoidal shell: a reference for testing gravity modelling software

Assessment of point-mass solutions for recovering water mass variations from satellite gravimetry

The New AFRGDB_V2.2 Gravity Database for Africa

Comparison of two different approaches for computing the gravitational effect of a tesseroid

(Schw)Ehre, wem (Schw)Ehre gebührt : Festschrift zur Verabschiedung von Prof. Dr.-Ing. Dr. h.c. Bernhard Heck

Festschrift zur 150-Jahr-Feier des Geodätischen Instituts (1868 - 2018)

Festschrift zur 150-Jahr-Feier des Geodätischen Instituts (1868 - 2018)

On High-Frequency Topography-Implied Gravity Signals for a Height System Unification Using GOCE-Based Global Geopotential Models

The Rock–Water–Ice Topographic Gravity Field Model RWI_TOPO_2015 and Its Comparison to a Conventional Rock-Equivalent Version

Corrections to “A comparison of the tesseroid, prism and point-mass approaches for mass reductions in gravity field modelling” (Heck and Seitz, 2007) and “Optimized formulas for the gravitational field of a tesseroid” (Grombein et al., 2013)

A Wavelet-Based Assessment of Topographic-Isostatic Reductions for GOCE Gravity Gradients

Optimized formulas for the gravitational field of a tesseroid

Untersuchungen zur planaren Approximation im Geodätischen Randwertproblem

Untersuchungen zur effizienten Berechnung topographischer Effekte auf den Gradiententensor am Fallbeispiel der Satellitengradiometriemission GOCE

Untersuchungen zur effizienten Berechnung topographischer Effekte auf den Gradiententensor am Fallbeispiel der Satellitengradiometriemission GOCE

Ultra-high degree spherical harmonic analysis and synthesis using extended-range arithmetic

Ellipsoidische und topographische Effekte im geodätischen Randwertproblem

Effects of non-linearity in the geodetic boundary value problems

Nonlinear effects in the scalar free geodetic boundary value problem : spherical harmonic representation of the effects on the reduced boundary condition, the disturbing potential and the vertical position correction
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