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158 Inter-commission committees (ICC) – ICC on Theory (ICCT) AWANGE J., FUKUDA Y., TAKEMOTO S., ATEYA I., GRAFAREND E.: Ranging Algebraically With More Observations Than Unknowns. Earth Planets Space 55 (2003) 387-394 AWANGE J., GRAFAREND E., FUKUDA Y.: Closed Form Solution of the Triple Three-Dimensional Intersection Problem. Zeitschrift für Vermessungswesen 128 (2003) 395-402 AWANGE J., GRAFAREND E., FUKUDA Y., TAKEMOTO S.: Direct Polynomial Approach to Nonlinear Distance (Ranging) Problems. Earth Planets Space 55 (2003) 231-241 AWANGE J., GRAFAREND E., FUKUDA Y., TAKEMOTO S.: Resultants approach to the triple three-dimensional intersection problem. Journal of the Geodetic Society of Japan 49 (2003) 243-256 AWANGE J., FUKUDA Y., GRAFAREND E.: Exact solution of the nonlinear 7-parameter datum transformation by Groebner basis. Bollettino di Geodesia e Scienze Affini 2 (2004) 117- 127 AWANGE J., FUKUDA Y., GRAFAREND E.: The application of commutative algebra to geodesy: two examples. Journal of Geodesy 79 (2005) 93-102 AWANGE J., GRAFAREND E.: From space angles to point position using Sylvester resultant. Allgemeine Vermessungsnachrichten 7 (2005) 265-269 AWANGE J., GRAFAREND E.: Solving algebraic computational problems in Geodesy and GeoInformatics, 326 pages, Springer 2005 AWANGE J., FUKUDA Y., TAKEMOTO S., GRAFAREND E.: Role of algebra in modern day Geodesy. In: SANSÒ F (ed.): Proceedings of the International Association of Geodesy (IAG) Symposia "A Window on the Future of Geodesy", June 30 – July 11, 2003, Sapporo, Japan, vol. 128, pages 524-529, Springer 2005 BAUR O., KUSCHE J.: LSQR Based Geopotential Recovery, Proceedings 1st International Symposium of the IGFS, Istanbul, Turkey, accepted 2006 BAUR O., AUSTEN G., KELLER W.: Efficient Satellite Based Geopotential Recovery. In: Nagel W.E., Jäger W., Resch M. (Eds.): High Performance Computing in Science and Engineering 06, 2006, 499-514, Springer Berlin Heidelberg New York BORKOWSKI A., KELLER W.: Modelling of irregularly sampled surfaces by two-dimensional snakes. Journal of Geodesy 77, 543 – 553, 2003 BORKOWSKI A., KELLER W.: Global and local methods for tracking the intersection curve between two surfaces. Journal of Geodesy 79 (2005) 1-10 BORKOWSKI A., KELLER W.: An attempt to ALS-data filtering in wavelet domain. 8th Bilateral Geodetic Meeting Poland- Italy. Wroclaw (Poland), 22.-24.6.2006. (poster) GRAFAREND E.: Harmonic Maps, Journal of Geodesy 78 (2005) 594-615 GRAFAREND E., KRUMM F.: Map Projections – Cartographic Information Systems, 713 pp, Springer Verlag, Berlin 2006 FEHLINGER T., FREEDEN W., GRAMSCH S., MAYER C., MICHEL D., SCHREINER M.: Local modelling of sea surface topography from (geostrophic) ocean flow. ZAMM (submitted, 2007) FENGLER M., FREEDEN W., MICHEL V.: The Kaiserslautern Multiscale Geopotential Model SWITCH-03 from Orbit Perturbations of the Satellite CHAMP and Its Comparison to the Models EGM96, UCPH2002_02_0.5, EIGEN-1s, and EIGEN-2. Geophysical Journal International, (157): 499- 514, 2004. FENGLER M., FREEDEN W., GUTTING M.: Multiscale Modeling from EIGEN-1S, EIGEN-2, EIGEN-GRACE01S, UCPH2002_0.5, EGM96. In: Earth Observation with CHAMP: Results from Three Years in Orbit. C. Reigber, H. Lühr, P. Schwintzer, J. Wickert (eds.), 145-150, 2004 FENGLER M., FREEDEN W., KUSCHE J.: Multiscale Geopotential Solutions from CHAMP Orbits and Accelerometry. In: Earth Observation with CHAMP: Results from Three Years in Orbit. C. Reigber, H. Lühr, P. Schwintzer, J. Wickert (eds.), 139-144, 2004. FENGLER M., FREEDEN W.: A Nonlinear Galerkin Scheme Involving Vector and Tensor Spherical Harmonics for Solving the Incompressible Navier-Stokes Equation on the Sphere. SIAM Journal on Scientific Computing, (27): 967-994, 2005. FENGLER M., FREEDEN W., GUTTING M.: The Spherical Bernstein Wavelet. International Journal of Pure and Applied Mathematics (IJPAM): (31) No. 2: 209-230, 2006. FENGLER M., MICHEL D., MICHEL V.: Harmonic Spline-Wavelets on the 3-dimensional Ball and their Application to the Reconstruction of the Earth's Density Distribution from Gravitational Data at Arbitrarily Shaped Satellite Orbits, Zeitschrift für Angewandte Mathematik und Mechanik (ZAMM), 86, 856-873, 2006, also published online at DOI:10.1002/zamm.200510277. FENGLER M., FREEDEN W., KOHLHAAS A., MICHEL V., PETERS T.: Wavelet Modelling of Regional and Temporal Variations of the Earth's Gravitational Potential Observed by GRACE, Journal of Geodesy, (81): 5-15, 2007, (online available at 10.1007/s00190-006-0040-12006). FREEDEN W., MAYER C.: Wavelets Generated by Layer Potentials. Applied and Computational Harmonic Analysis (ACHA) (14), 195-237, 2003. FREEDEN W., GROTEN E., MICHEL V., KABOODVAND A.: Geopotential Reconstruction, Decomposition, Fast Computation, and Noise Cancellation by Harmonic Wavelets. Studia Geophysica et Geodaetica, (47): 37-72, 2003. FREEDEN W., MAIER T.: SST-Regularisierung durch Multiresolutionstechniken auf der Basis von CHAMP-Daten. Allgemeine Vermessungsnachrichten (AVN), (5) 162-175, 2003. FREEDEN W., MAIER T., ZIMMERMANN S.: A Survey on Wavelet Methods for (Geo)Applications. Revista Matemática Complutense (16): 277-310, 2003. FREEDEN W., MAYER C.: Wavelet Modelling of Tangential Vector Fields on Regular Surfaces by Means of Mie Potentials, International Journal of Wavelets, Multiresolution and Information Processing (IJWMIP), (accepted, 2006). FREEDEN W., MICHEL V.(eds). Multiscale Modeling of CHAMP Data. Technische Universität Kaiserslautern, Schriften zur Funktionalanalysis und Geomathematik (SFG), Band 4, 2003. FREEDEN W., MICHEL V.: Orthogonal Zonal, Tesseral and Sectorial Wavelets on the Sphere for the Analysis of Satellite Data. Advances in Computational Mathematics, 21, 181- 217, 2004. FREEDEN W., MICHEL V.: Orthogonal Zonal, Tesseral and Sectorial Wavelets on the Sphere for the Analysis of Satellite Data. Advances in Computational Mathematics, 21, 181- 217, 2004. FREEDEN W., MICHEL D., MICHEL V.: Multiscale Modeling of Ocean Circulation. In: Proceedings of the 2nd International GOCE User Workshop, Frascati, March 2004. FREEDEN W., MICHEL V.: Multiscale Potential Theory (With Applications to Geoscience). Birkhäuser Verlag, Boston, Basel, Berlin, 2004.
W. Keller, W. Freeden: Mathematical Aspects of Geodetic Modelling 159 FREEDEN W., MICHEL V.: Wavelet Deformation Analysis for Spherical Bodies. International Journal of Wavelets, Multiresolution, and Information. Proceedings (IJWMIP), (3): 523-558, 2005. FREEDEN W., MICHEL D., MICHEL V.: Local Multiscale Approximations of Geostrophic Flow: Theoretical Background and Aspects of Scientific Computing. Marine Geodesy, (28): 313- 329, 2005. FREEDEN W., SCHREINER M.: Spaceborne Gravitational Field Determination by Means of Locally Supported Wavelets. Journal of Geodesy, (79): 431-446, 2005. FREEDEN W., SCHREINER M.: Biorthogonal Locally Supported Wavelets on the Sphere Based on Zonal Functions. Journal of Fourier Analysis and Applications (JFAA), (submitted, 2006). GÖTZELMANN M., KELLER W., REUBELT T.: Gross error compensation for gravity field analysis based on kinematic orbit data. Journal of Geodesy 80 (2006) 184-198, DOI 10.1007/ s00190-006-0061-9 HESSE K., GUTTING M.: Smoothing Splines in Multiscale Geopotential Determination from SST-Data or SGG-Data, Technical Report AGTM, No. 255, Laboratory of Technomathematics, Geomathematics Group, University of Kaiserslautern, 2003. KAMMANN P., MICHEL V.: Time–Dependent Cauchy–Navier Splines and their Application to Seismic Wave Front Propagation, Schriften zur Funktionalanalysis und Geomathematik, 26 2006, preprint, submitted to: Zeitschrift für Angewandte Mathematik und Mechanik (ZAMM). KELLER W.: The use of wavelets for the acceleration of iteration schemes. In: F. Sanso (ed): V. Hotine-Marussi Symposium on Mathematical Geodesy. IAG Symposia 127, Matera, Italy, 17-21 June 2002, pp. 81-87, Springer, Berlin 2004 KELLER W.: Wavelets in Geodesy and Geodynamics, Walter DeGruyter Verlag, Berlin, 2004 KUROISHI Y., KELLER W.: Wavelet approach to improvement of gravity field – geoid modeling for Japan. Journal of Geophysical Research 110: B03402, doi:10.1029/2004JB003371 MAIER T., MAYER C.: Multiscale Downward Continuation of the Crustal Field from CHAMP FGM-Data in First CHAMP Mission Results for Gravity, Magnetic and Athmospheric Studies, pp 288-295, 2003. MAYER C., MAIER T.: Multiscale Determination of Radial Current Distribution from CHAMP FGM-Data in First CHAMP Mission Results for Gravity, Magnetic and Athmospheric Studies, pp 339-346, 2003 MAYER C.: Wavelets on Regular Surfaces Generated by Layer Potentials, Oberwolfach Reports, EMS Publishing House, Vol. 1, pp. 1441-1444, 2004 MAYER C.: Wavelet Modelling of the Spherical Inverse Source Problem with Application to Geomagnetism, Inverse Problems, 20, 1713-1728, 2004. MAYER C.: Wavelets on Regular Surfaces Generated by Stokes Potentials, Proceedings of the GAMM 77th Annual Scientific Conference in Berlin, submitted, 2006. MAYER-GÜRR T., EICKER A., ILK K.H.: Gravity field recovery from GRACE-SST data of short arcs, in: J. Flury et al. (eds.): Observation of the Earth System from Space, pp. 131-148, Springer-Verlag Berlin Heidelberg, (2006) MAYER-GÜRR T., EICKER A., ILK K.H.: ITG-Grace02s: a GRACE gravity field derived from short arcs of the satellite's orbit, Proceedings Symposium of the International Gravity Field Service (IGFS2006), Istanbul, Turkey, (2006) MICHEL V.: Theoretical Aspects of a Multiscale Analysis of the Eigenoscillations of the Earth, Revista Matematica Complutense, 16, 519-554 2003 MICHEL V.: Multiscale Approaches for the Determination of the Earth's Interior – from Gravitational and Seismic Data, Oberwolfach Workshop Report "Geomathematics", Report 27, 1380-1381, 2004 MICHEL V.: Regularized Wavelet-based Multiresolution Recovery of the Harmonic Mass Density Distribution from Data of the Earth's Gravitational Field at Satellite Height, Inverse Problems, 21, 997-1025, 2005. SCHMIDT M., FABERT O., SHUM C.K.: Towards the Estimation of a Multi-Resolution Representation of the Gravity Field Based on Spherical Wavelets. In: Sanso, F. (ed.) A Window on the Future of Geodesy., 362-367, Springer, Berlin, 2005 SCHMIDT M., KUSCHE J., VAN LOON J., SHUM C.K., HAN S.-C., FABERT O.: Multi-resolution representation of regional gravity data. In: Jekeli, C., Bastos, L., Fernandes, J. (eds.) Gravity, Geoid and Space Missions., 167-172 Springer, Berlin, 2005 SCHMIDT M., HAN S.-C., KUSCHE J., SANCHEZ L., SHUM C.K.: Regional high-resolution spatiotemporal gravity modeling from GRACE data using spherical wavelets. Geophys. Res. Lett., 33, L08403, 2006 doi:10.1029/2005GL025509 SCHMIDT M., FENGLER M., MAYER-GÜRR T., EICKER A., KUSCHE J., SANCHEZ L., HAN S.-C.: Regional Gravity Modelling in Terms of Spherical Base Functions. J Geod, 81, 17-38, 2007, doi: 10.1007/s00190-006-0101-5 SCHMIDT M., BILITZA D., SHUM C.K., ZEILHOFER C.: Regional 4-D modeling of the ionospheric electron density. J. Adv. in Space Res., 2007, doi:10.1016/j.asr.2007.02.050
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DEUTSCHE GEODÄTISCHE KOMMISSION be
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Adresse des Herausgebers / Address
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Contents Commission 1 - Reference F
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COMMISSION 1 REFERENCE FRAMES 7
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10 Commission 1 - Reference Frames
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14 Introduction Celestial Reference
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24 Introduction The contributions o
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28 Satellite altimetry provides a p
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COMMISSION 2 GRAVITY FIELD 33
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36 Commission 2 - Gravity Field res
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38 Commission 2 - Gravity Field aut
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40 Commission 2 - Gravity Field in
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42 Commission 2 - Gravity Field sho
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44 Commission 2 - Gravity Field KRE
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46 Commission 2 - Gravity Field Dev
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48 Commission 2 - Gravity Field ILK
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50 Introduction In the reporting pe
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52 Commission 2 - Gravity Field of
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54 Commission 2 - Gravity Field GRU
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56 Commission 2 - Gravity Field LEM
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58 1. Modelling Techniques Fundamen
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60 Commission 2 - Gravity Field BUN
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62 Commission 2 - Gravity Field Geo
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64 Commission 2 - Gravity Field SCH
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66 Commission 2 - Gravity Field gra
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68 Commission 2 - Gravity Field LOM
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70 Introduction The four years sinc
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72 Commission 2 - Gravity Field met
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74 Commission 2 - Gravity Field SCH
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Introduction The determination of E
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Introduction German investigations
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In Europe, there are detailed inves
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SASGEN, I., MULVANEY R., KLEMANN V.
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enabling us to map the behaviour of
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NAUJOKS M, JAHR T., JENTZSCH G.,. K
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nental hydrosphere. Thus, interpret
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M. Thomas, M. Soffel, H. Drewes: Ea
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M. Thomas, M. Soffel, H. Drewes: Ea
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observed that the resulting masscha
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Since 2001, the IERS Central Bureau
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COMMISSION 4 POSITIONING AND APPLIC
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The main highlights in the past fou
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VLBI Space Geodetic Techniques (VLB
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A. Nothnagel: Space Geodetic Techni
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Page 111 and 112: also be able to track the broadband
Page 113 and 114: CHEN X., DEKING A., LANDAU H., STOL
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Page 121 and 122: G. Weber, M. Becker, J. Ihde: Perma
Page 123 and 124: G. Weber, M. Becker, J. Ihde: Perma
Page 125 and 126: General remarks The continuous and
Page 127 and 128: Introduction GNSS Based Sounding of
Page 129 and 130: J. Wickert, N. Jakowski: GNSS Based
Page 131 and 132: J. Wickert, N. Jakowski: GNSS Based
Page 133 and 134: References ADAM N.: TerraFirma Qual
Page 135 and 136: Introduction The period 2003 - 2007
Page 137 and 138: procedures and surveying instrument
Page 139 and 140: Motivation During the last years, n
Page 141 and 142: AVILA-RODRIGUEZ J.-A., PANY T., EIS
Page 143 and 144: SEIFERT A., KLEUSBERG A. (2003): An
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Page 147 and 148: The Global Geodetic Observing Syste
Page 149 and 150: KRÜGEL M., TESMER V., ANGERMANN D.
Page 151 and 152: Inter-commission Committees (ICC) A
Page 153 and 154: After the restructuring of the IAG
Page 155 and 156: Introduction Physical Aspects of Ge
Page 157 and 158: H. Drewes, M. Soffel: Physical Aspe
Page 159: W. Keller, W. Freeden: Mathematical
Page 163 and 164: H. Kutterer, W.-D. Schuh: Quality M
Page 169 and 170: B. ICC on Planetary Geodesy (ICCPG)
Page 171 and 172: Introduction Various space missions
Page 173 and 174: Photogrammetrie, Fernerkundung und
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