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GOCE Technical Information and Publications
GOCE Mission Related: Journal Publications
ESA (1996). Gravity Field and Steady-State Ocean Circulation Mission, ESA SP-1196(1), report for
assessment of the nine candidate earth explorer missions.
ESA (1999). Gravity Field and Steady-State Ocean Circulation Mission, ESA SP-1233(1), Report for
mission selection of the four candidate earth explorer missions, ESA Publications Division, pp. 217,
July 1999.
Albertella A, F Migliaccio F Sansò (1999). New simulations for the spaceborne gravimetry
inversion, Bollettino di Geofisica Teorica e Applicata, 40, pp. 277-384.
Balmino G., F. Perosanz, R. Rummel, N. Sneeuw, H. Sünkel, P. Woodworth (1998). European
Views on Dedicated Gravity Field Missions: GRACE and GOCE, An Earth Sciences Division
Consultation Document, ESA, ESD-MAG-REP-CON-001.
Balmino G., F. Perosanz, R. Rummel, N. Sneeuw and H. Suenkel (2001). CHAMP, GRACE and
GOCE: Mission Concepts and Simulations. Bollettino di Geofisica Teorica e Applicata, 40, 3-4, 309320.
Drinkwater, M.R., R. Floberghagen, R. Haagmans, D. Muzi, and A. Popescu, GOCE: ESA’s first
Earth Explorer Core mission. In Beutler, G.B., M. R. Drinkwater, R. Rummel, and R. von Steiger,
Earth Gravity Field from Space - from Sensors to Earth Sciences. In the Space Sciences Series of
ISSI, Vol. 18, Kluwer Academic Publishers, Dordrecht, Netherlands, In Press.
Johannessen, J.J., G. Balmino, C. Le Provost, R. Rummel, R. Sabadini, H. Sünkel, C.C. Tscherning,
P. Visser, P. Woodworth, C. W. Hughes, P. LeGrand, N. Sneeuw , F. Perosanz, M. AguirreMartinez, H. Rebhan, and M. R. Drinkwater, The European Gravity Field and Steady-State Ocean
Circulation Explorer Satellite Mission: Impact in Geophysics, Surveys in Geophysics, Accepted for
Publication 2002.
Klees, R., R. Koop (1998). A gravity mission for Earth sciences, DEOS Progress Letter 98.1:69–88.
Klees R., R. Koop, P. Visser, J. van den IJssel, R Rummel (2000). Data analysis for the GOCE
mission, in: Geodesy Beyond 2000: The Challenges of the First Decade, KP Schwarz (ed.), IAG
symposium 121, pp. 68–74, Springer.
Koop, R., P.Visser, and C.C. Tscherning (2001) Aspects of GOCE Calibration. Proceedings Int.
GOCE Users Workshop, ESTEC, 23-24 April, 2001.
Müller J., N. Sneeuw, R. Rummel (1997). Problems and prospects of the planned gravity missions
GOCE and CHAMP, in: Gravity, Geoid and Marine Geodesy, eds. J Segawa, H Fujimoto, S Okubo,
IAG symposium 117, pp. 179-187, Springer-Verlag.
Müller J, R. Dorobantu, C Gerlach, H Oberndorfer, R Rummel, N Sneeuw, R Koop, P Visser, P
Hoyng, A Selig, M Smit (1998). Simulation der Gravitationsfeldmission GOCE, in: W Freeden (ed.),
Progress in Geodetic Science at GW 98 (Geodätische Woche 1998), pp. 114- 121, Springer Verlag.
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R. Koop, P.N.A.M. Visser, J. van den IJssel, N. Sneeuw, R. Rummel, J. Mueller, H. Oberndorfer, C.
Gerlach, and A. Selig (1998) GOCE Simulation and Analysis, GOCE Phase A1 study, WP1310,
Report of SID activities at PCR, SRON/IAPG/DEOS, 15 p., December 1998.
Müller J., H. Oberndorfer (1999). Validation of GOCE Simulation, IAPG/FESG series, No. 1, IAPG,
T.U. Munich
Oberndorfer H., Müller, R. Dorobantu, C. Gerlach, R. Rummel, N. Sneeuw, R. Koop, P. Visser, P.
Hoyng, A. Selig, M. Smit (2000). Simulation of the GOCE Gravity Field Mission, in: Towards an
Integrated Global Geodetic Observing System (IGGOS), R. Rummel, H. Drewes, W. Bosch, H.
Hornik (eds.), IAG symposium 120, pp. 201–204, Springer.
Rebhan, H., M. Aguirre, J. Johannessen (2000). The Gravity Field and Steady-State Ocean
Circulation Explorer Mission — GOCE, Earth Observation Quarterly, 66:6–11.
Rummel R (2002). Global Unification of Height Systems and GOCE, in: Gravity, Geoid and
Geodynamics 2000, F Sansò (ed.), IAG symposium, 123, pp. 13-20, Springer.
Rummel R., G. Balmino, J. Johannessen, P. Visser, P. Woodworth (2002). Dedicated Gravity Field
Missions - Principles and Aims, J. Geodynamics, 33, 3-20.
Rummel R., N. Sneeuw, J Müller (1995). Geodetic requirements and prospects: study of gravity
explorer mission requirements (a simulation study), GOCE Pre-Phase A study, Inst. fuer Astr. und
Phys. Geodäsie, T.U. München.
Rummel, R., J. Müller, H. Oberndorfer, N. Sneeuw (2000). Satellite Gravity Gradiometry with
GOCE, in: Towards an Integrated Global Geodetic Observing System (IGGOS), R. Rummel, H.
Drewes, W. Bosch, H. Hornik (eds.), IAG symposium 120, pp. 66–72, Springer.
Sneeuw N., J. vd IJssel, R. Koop, P. Visser, C. Gerlach (2002). Validation of fast pre-mission error
analysis of the GOCE gradiometry mission by a full gravity field recovery simulation,
J. Geodynamics, 33, 43-52.
Sneeuw N., C. Gerlach, J. Müller, H. Oberndorfer, R Rummel (2000). Fundamentals and
Applications of the Gravity Field Mission GOCE, in: Towards an Integrated Global Geodetic
Observing System (IGGOS), R. Rummel, H. Drewes, W. Bosch, H. Hornik (eds.), IAG symposium
120, pp. 205–208, Springer.
Tscherning, C.C., D. Arabelos and G. Strykowski: The 1-cm geoid after GOCE. Prepared for
GGG2000, Banff, August 2000.
Visser, P.N.A.M., and J. van den IJssel (2000), GPS-based precise orbit determination of the very
low Earth orbiting gravity mission GOCE, J. Geod., 74(7/8), 590-602.
Visser PNAM, R Rummel, G Balmino, H Sünkel, J Johannessen, M Aguirre, PL Woodworth, C Le
Provost, CC Tscherning, R Sabadini (2000). The European Earth Explorer Mission GOCE: impact
for the geosciences, in: Glacial isostatic adjustment and the Earth system: sea-level, crustal
deformation, gravity and rotation, J Mitrovica and B Vermeersen (eds.), American Geophysical
Union.
GOCE Mission Related: ESA Contract Reports
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Alenia Aerospazio (1999). GOCE Gravity Field and Ocean Circulation Explorer, Phase A Executive
Summary, GOC-RP-AI-0006.
Koop, R., H. Suenkel, H. (Eds.) and the European GOCE Gravity Consortium (2002), GOCE:
Preparation of the GOCE Level 1 to Level 2 Data Processing, ESA/ESTEC Contract No.
14986/01/NL/DC.
Smit, J., R. Koop, P. Visser, J. van den IJssel, N. Sneeuw, J. Müller, H. Oberndorfer (SID) (2000).
GOCE End to End Performance Analysis, ESTEC Contract No. 12735/98/NL/GD.
Sünkel, H. (ed.) (2000). From Eötvös to mGal, Final Report, ESA/ESTEC contract No.
13392/98/NL/GD.
Sünkel, H. (ed.) (2002). From Eötvös to mGal+, Final Report, ESA/ESTEC contract No.
14287/00/NL/DC.
Tscherning, C.C. (ed.) (2000). Refinement of the Current Observation Requirements for GOCE,
Final report, ESA/ESTEC contract No. 13229/98/NL/GD.
Gravity Field Recovery
Albertella A, F. Migliaccio F. Sansò (2001). Data gaps in finite-dimensional boundary value
problems for satellite gradiometry, J. Geodesy, 75, 641-646.
Albertella, A., F. Sanso, N. Sneeuw (1999). Band-limited functions on a bounded spherical domain:
the Slepian problem on the sphere, J. Geodesy, 73, 436-447.
Albertella, A., F. Migliaccio, F. Sanso (2000). Direct and local comparison between different
satellite missions for the gravity field, In: Geodesy Beyond 2000: The Challenges of the First
Decade, KP Schwarz (ed.), IAG symposium 121, pp. 75–82, Springer.
Albertella A, F. Migliaccio, F. Sansò (2002). GOCE: The Earth Field by Space Gradiometry,
Celestial Mechanics and Dynamical Astronomy 83:1-15.
Arabelos, D., and C.C. Tscherning (1995). Regional recovery of the gravity field from satellite
gravity gradiometer and gravity vector data using collocation, J. Geophys. Res., 100(B11): 22,00922,016.
Moreaux G, G Balmino (2002). Impact of some land hydrological phenomena on GOCE mission,
Geoph. Res. Letters, 29(8), 47.1-47.4.
Freeden W (1999). Multiscale Modelling of Spaceborne Geodata, Teubner, Stuttgart, Leipzig.
Freeden W, V Michel, H Nutz (2002). Satellite-to-satellite tracking and satellite gravity gradiometry
(Advanced techniques for high-resolution geopotential field determination), J. of Engineering
Mathematics, 43,19-56.
Geemert R. van, R.J.J. Koop, R. Klees, P.N.A.M. Visser (2000). Application of parallel computing
to gravity field recovery from satellite gravity gradiometry data, in: Applications of High-
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Performance Computing in Engineering VI, M Ingber, H Power, CA Brebia (eds.), WIT Press,
Southampton.
Ilk KH (2000). Envisaging a new era of gravity field research, in: Towards an Integrated Global
Geodetic Observing System (IGGOS), R Rummel, H Drewes, W Bosch, H Hornik (eds.), IAG
symposium 120, pp. 53–62, Springer.
Keller W (1997). Application of boundary value techniques to satellite gradiometry, in: Geodetic
Boundary Value Problems in View of the One Centimeter Geoid, F Sanso and R Rummel (eds.),
Lecture Notes in Earth Sciences 65, pp. 542–558.
Klees R., R. Koop, P. Visser, and J. van den IJssel (2000). Fast Gravity Field Recovery From GOCE
Gravity Gradient Observations, J. Geodesy, 74:561–571.
Kusche J, R Klees (2002). Regularization of the gravity field estimation from satellite gravity
gradients, J. Geodesy, 76, 359-368.
Kusche J, S Rudolph (2002). Satellite gravity anomaly recovery using multigrid methods, in:
Gravity, Geoid and Geodynamics 2000, F Sansò (ed.), IAG symposium, 123, pp. 91-96, Springer.
Kusche J., K.H. Ilk, S. Rudolph (2000). Impact of terrestrial data on future satellite gravity field
solutions, in: Towards an Integrated Global Geodetic Observing System (IGGOS), R. Rummel, H.
Drewes, W. Bosch, H. Hornik (eds.), IAG symposium 120, pp. 189–192, Springer.
Pail R., G. Plank (2002). Assessment of three numerical solution strategies for gravity field recovery
from GOCE satellite gravity gradiometry implemented on a parallel platform, J. Geodesy, 76, 462474.
Rummel, R. (1986). Satellite Gradiometry, in: H Sünkel (ed.), Mathematical and Numerical Techniques in Physical Geodesy, Lecture Notes in Earth Sciences 7, Springer.
Rummel, R. (1997). Spherical spectral properties of the Earth’s gravitational potential and its first
and second derivatives, in: Geodetic Boundary Value Problems in View of the One Centimeter
Geoid, F Sansò and R Rummel (eds.), Lecture Notes in Earth Sciences 65, pp. 359–404.
Tscherning, C.C. (2001). Computation of spherical harmonic coefficients and their error estimates
using Least Squares Collocation. J. of Geodesy, Vol. 75: 4-18.
Tscherning C.C. (2001). Geoid determination after the first satellite gravity missions. Festschrift
Univ. Prof. em. Dr.-Ing. Wolfgang Torge zum 70. Geburtstag. Wiss. Arb. Fachr. Verm. Univ.
Hannover, 241, 11-14.
C.C. Tscherning, A. Radwan, A.A. Tealeb, S.M. Mahmoud, A.El-monum Mohamed, R. Hassan, ElS. Issawy and K. Saker: Local geoid determination combining gravity disturbances and
GPS/levelling: A case study in the Lake Naser Area, Aswan, Egypt. Accepted Journal of Geodesy,
March 2001.
Vershkov A.N. (2002). Analysis of spectral characteristics of GOCE observables generated by
EGM96 geopotential model, Artificial Satellites, 37(4), 129-156.
Visser, P.N.A.M. (1999). Gravity field determination with GOCE and GRACE, Adv. Space Res. 23
(4):771–776.
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Visser P.N.A.M., J. van den IJssel, R. Koop, and R. Klees (2000). Efficient Gravity Field Recovery
from GOCE Gravity Gradient Observations, J. Geodesy, 74(7/8): 561-571.
Solid-Earth
Negredo, A.M., E. Carminati, S. Barba, R. Sabadini (1999). Dynamic Modelling of Stress
Accumulation in Central Italy, Geophys. Res. Lett.26(13): 1945–1948.
Rebhan H., J. Johannessen, M. Aguirre, and A. Tobias (2000). The ESA Gravity Field and SteadyState Ocean Circulation Explorer Mission: Impact on Solid Earth Physics, in: Towards an Integrated
Global Geodetic Observing System (IGGOS), R. Rummel, H. Drewes, W. Bosch, H. Hornik (eds.),
IAG symposium 120, pp. 225–228, Springer Verlag.
Sabadini, R., B. Vermeersen, Long term instabilities in the Earth’s rotation, sea level changes and
other geodynamical processes: Applications of normal mode relaxation theory to solid-earth
geodynamics. Kluwer Academic Publishers, In Prep.
Glacial
Di Donato G., L.L.A. Vermeersen, R. Sabadini (2000). Sea-level changes, geoid and gravity
anomalies due to pleistocene deglaciation by means of multilayered, analytical Earth models,
Tectono-physics, 320: 409–418.
Oceans
Di Donato G, A.M., Negredo, R. Sabadini, L.L.A. Vermeersen (1999). Multiple processes causing
sea-level rise in the central Mediterranean, Geophys. Res. Lett., 26(12): 1769–1772.
Hughes, C., and E. R. Ash (2001). Eddy Forcing of the mean flow in the Southern Ocean, J.
Geophys. Res, 106(C2): 2713-2722.
Johannessen J, C. Le Provost, H. Drange, M. Srokosz, P. Woodworth, P. Schlussel, P. Le Grand, Y.
Kerr, D. Wingham, H. Rebhan (1999). Emerging new Earth observation capabilities in the context of
ocean observing systems for climate, (Proceedings of the conference on The Ocean Observing
System for Climate, St.Raphael, France, 18-22 October 1999). Solicited papers.
Le Grand, P., J.-F. Minster (1999). Impact of the GOCE gravity mission on ocean circulation
estimates, Geophys. Res. Lett., 26(13): 1881-1884.
LeGrand, P. (2001). Impact of the Gravity Field and Steady-State Ocean Circulation Explorer
(GOCE) mission on ocean circulation estimates: Volume fluxes in the climatological inverse model
of the Atlantic, J. Geophys. Res., 106(C9): 19597-19610.
LeGrand, P., E.J.O. Schrama, and J. Tournadre, An inverse estimate of the dynamic topography of
the oceans, Geophys. Res. Lett., 30(2), 34-1-34-4.
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Le Provost C, P Le Grand, E Dombrowsky, PY Le Traon, M Losch, F Ponchaut, J Schröter, B
Sloyan, N Sneeuw (1999). Impact of GOCE for ocean circulation studies, ESA study contract
13175/98/NL/GD, Final Report.
Losch M, M Sloyan, J Schröter, N Sneeuw (2002). Box Inverse Models, Altimetry and the Geoid:
Problems with the Omission Error., J. Geophys. Res., 107 (C7): 15-1-15-13.
Schröter J., M. Losch, and B.M. Sloyan (2002). Impact of the GOCE gravity mission on ocean
circulation estimates: Part II. Volume and heat fluxes across hydrographic sections of unequally
spaced stations, J. Geophys. Res., 107(C2): 1-20.
New Technologies in Gravity Measurement
Bobojc, A. and A. Drozyner (2001) Application of the satellite gravity gradiometry to the satellite
orbits analysis. Artificial Satellites, 36, 1.
Morgan SH, HJ Paik (1988). Superconducting Gravity Gradiometer Mission, NASA TM 4091, Vol.
II: Study Team Technical Report.
Paik, H.J., J.M. Lumley (1996). Superconducting gravity gradiometers on STEP and GEM, Class.
and Quantum Grav, 13: A119–A127.
Rummel, R., J.A. Johannessen (1999). Earth Interior, Earth Observation Quarterly, 63: 9–11.
Rummel R. (2002). Gravity gradiometry: from Loránd Eötvös to modern space age, Acta Geod.
Geoph. Hung. 37(4):435-444.
Rummel, R. (1999). Bright Prospects for a Significant Improvement of the Earth’s Gravity Field
Knowledge, Marine Geodesy, 23: 219–220.
Schuyer, M. (1997). European capabilities and prospects for a spaceborne gravimetric mission, in:
Geodetic Boundary Value Problems in View of the One Centimeter Geoid, F Sansò and R Rummel
(eds.), Lecture Notes in Earth Sciences 65, pp. 569–589.
Sneeuw, N., R. Rummel, J. Müller (1996). The Earth’s gravity field from the STEP mission, Class.
and Quantum Grav. 13:A113–A117.
Sneeuw, N., M. van Gelderen (1997). The polar gap, in: Geodetic Boundary Value Problems in
View of the One Centimeter Geoid, F Sansò and R Rummel (eds.), Lecture Notes in Earth Sciences
65, pp. 559–568.
Sneeuw, N., K.H. Ilk (1997). The status of spaceborne gravity field mission concepts: A comparative
simulation study, in: Gravity, Geoid and Marine Geodesy, eds. J. Segawa, H. Fujimoto, S. Okubo,
IAG symposium 117, pp. 171-178, Springer-Verlag.
Woodworth PL, J Johannessen, P Le Grand, C Le Provost, G Balmino, R Rummel, R Sabadini, H
Suenkel, CC Tscherning, P Visser (1998). Towards the definitive space gravity mission,
International WOCE Newsletter 33: 37–40 and 24.
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Towards GOCE
Abalakine V, G Balmino, K Lambeck, H Moritz, JD Mulholland, F Tozer (1974). La Geodynamique
Spatiale, Summer School Lecture Notes, Lannion, France, 20/8–13/9 1974, CNES.
Anderson AJ, R Sabadini, S Tinti, S Zerbini, J Achache, A Geiger, F Arnet, E Klingele (1990).
Study of the geophysical impact of high resolution Earth potential fields information.
CIGAR I (1989). Study on precise gravity field determination methods and mission requirements,
Final report, ESA Contract No. 7251/87/F/FL.
CIGAR II (1990). Study on precise gravity field determination methods and mission requirements,
Phase 2 – final report, ESA Contract No. 8153/88/F/FL.
CIGAR III (1993). Study of the gravity field determination using gradiometry and GPS, Phase 1 –
final report.
CIGAR III (1995). Study of the gravity field determination using gradiometry and GPS, Phase 2 –
final report, ESA Contract No. 10713/93/F/FL.
CIGAR IV (1996). Study of advanced reduction methods for spaceborne gravimetry data, and of
data combination with geophysical parameter, Final report, ESA Contract No. 152163.
ESA (1978). SONG: Space Oceanography, Navigation and Geodynamics, ESA SP-137 (European
Workshop, Schloss Ellmau, Germany, 16–21 January 1978).
ESA (1986). SESAME: Solid Earth Science & Application Mission for Europe, ESA SP-1080 (ESA
Special Workshop, Ising am Chiemsee, Germany, 4–6 March 1986).
ESA (1991). The Solid-Earth Mission ARISTOTELES, ESA SP-329 (International Workshop,
Anacapri, Italy, 23–24 September 1991).
Gill E., J. Schastock, H. Ruder, M. Schneider (1991). Relativistic Spin Gradiometry, Deutsche
Geodätische Kommission, Reihe A, Nr. 107.
Khan, S.A. and C.C.Tscherning (2000). Determination of semi-diurnal ocean tide loading
constituents using GPS in Alaska, 28(11): 2249-2252.
Lambeck K (1990). Aristoteles: An ESA Mission to Study the Earth’s Gravity Field, ESA Journal
14:1–21.
NASA (1972). EOPAP: Earth and Ocean Physics Applications Program, Vol. II, Rationale and
Program Plans.
NASA (1984). Spaceborne Gravity Gradiometers, NASA Conference Publication 2305, WC Wells
(ed.), (Workshop, NASA-GSFC, 28-2 – 2-3, 1983).
NASA (1984). Geopotential Research Mission (GRM), NASA Conference Publication 2390, (Conference at the University of Maryland, October 29–31, 1984).
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NASA (1987). Geophysical and Geodetic Requirements for Global Gravity Field Measurements
1987–2000, (Gravity Workshop, NASA-GSFC, Colorado Springs, February 1987).
NASA (1991). Solid Earth Science in the 1990s, NASA TM 4256, Vol. 1 Program Plan.
NRC, Committee on Geodesy (1979). Applications of a Dedicated Gravitational Satellite Mission,
NRC, Committee on Earth Gravity from Space (1997). Satellite Gravity and the Geosphere, Contributions to the Study of the Solid Earth and Its Fluid Envelope, National Academy Press.
Oberdorfer H., J. Müller, R. Rummel, N. Sneeuw (2002). A simulation tool for the new gravity field
satellite missions, Adv. Space Res., 30(2), 227-232.
Paik H.J., J.P. Richard (1986). Development of a Sensitive Superconducting Gravity Gradiometer for
Geological and Navigational Applications, NASA Contractor Report, 4011.
Rummel R., P. Schwintzer (eds.) (1994). A Major STEP for Geodesy, report of the STEP Geodesy
Working Group.
Trevi workshop (1989). Proc. of the Italian Workhop on the European Solid-Earth Mission ARISTOTELES, (Trevi, Italy, May 30–31, 1989).
Williamstown report (1969). The Terrestrial Environment, Solid-Earth and Ocean Physics: Application of Space and Astronomic Techniques, Report of a Study at Williamstown, Mass., to
the NASA, W Kaula (ed.).
Dissertations
Bouman J. (2000). Quality assessment of satellite-based global gravity field models, Delft University
of Technology, Geodetic Engineering.
Glockner O. (2002). On Numerical Aspects of Gravitational Field Modelling from SST and SGG by
Harmonic Splines und Wavelets (With Application to CHAMP Data), Universität Kaiserslautern,
Fachbereich Mathematik, Shaker Verlag.
Gruber T. (2000), Hochauflösende Schwerfeldbestimmung aus Kombination von terrestrischen
Messungen und Satellitedaten über Kugelfuntionen, Scientific technical Rep., STR00/16,
GeoForschungzentrum Potsdam, Telegrafenberg, D-14473, Potsdam.
Hesse K. (2002). Domain Decomposition Methods in Multiscale Geopotential Determination from
SST and SGG, Universität Kaiserslautern, Fachbereich Mathematik, Shaker Verlag.
Koop R. (1993). Global Gravity Field Modelling Using Satellite Gravity Gradiometry, Publications
on Geodesy, New Series 38, Netherlands Geodetic Commission,
Losch M. (2001). Analyse hydrographischer Schnitte mit Satellitenaltimetrie, Universität Bremen
(Alfred-Wegener-Institut für Polar- und Meeresforschung).
Müller J. (2001). Die Satellitengradiometriemission GOCE: Theorie, technische Realisierung und
wissenschaftliche Nutzung, Deutsche Geodätische Kommission, Reihe C, Nr. 541.
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Nutz H. (2002). A Unified Setup of Gravitational Field Observables, Universität Kaiserslautern,
Fachbereich Mathematik, Shaker Verlag.
Pail R. (2002). Selected problems in the framework of the GOCE data processing, In:
Habilitationschrift. TU Graz, Institut für Geodäsie, Abteilung für Theoretische Geodesy.
Rudolph S. (2000). Regionale und globale Gravitationsfeldanalyse hochau ösender Satellitendaten
mittels Mehrgitterverfahren, Deutsche Geod¨atische Kommission, Reihe C, Nr. 528.
Schneider F. (1997). Inverse Problems in Satellite Geodesy and Their Approximate Solution by
Splines and Wavelets, Universität Kaiserslautern, Fachbereich Mathematik, Springer Verlag.
Schreiner M. (1994). Tensor Spherical Harmonics and Their Application in Satellite Gradiometry,
Universität Kaiserslautern, Fachbereich Mathematik.
Schuh W.D. (1996). Tailored Numerical Solution Strategies for the Global Determination of the
Earth’s Gravity Field, Mitteilungen der Universität Graz, Folge 81.
Sneeuw N. (2000). A semi-analytical approach to gravity field analysis from satellite observations,
Deutsche Geodaetische Kommission, Reihe C, Nr. 527.
Thalhammer M. (1995). Regionale Gravitationsfeldbestimmung mit zukünftigen Satellitenmissionen
(SST und Gradiometrie), Deutsche Geod¨atische Kommission, Reihe C, Nr. 437, Thesis.
Pending
Kusche J. On fast multigrid iteration techniques for the solution of normal equations in satellite
gravity recovery, J. Geodynamics under review.
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