NATIONAL REPORT OF THE FEDERAL REPUBLIC OF ... - IAG Office
NATIONAL REPORT OF THE FEDERAL REPUBLIC OF ... - IAG Office
NATIONAL REPORT OF THE FEDERAL REPUBLIC OF ... - IAG Office
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W. Keller, W. Freeden: Mathematical Aspects of Geodetic Modelling 159<br />
FREEDEN W., MICHEL V.: Wavelet Deformation Analysis for<br />
Spherical Bodies. International Journal of Wavelets, Multiresolution,<br />
and Information. Proceedings (IJWMIP), (3):<br />
523-558, 2005.<br />
FREEDEN W., MICHEL D., MICHEL V.: Local Multiscale Approximations<br />
of Geostrophic Flow: Theoretical Background and<br />
Aspects of Scientific Computing. Marine Geodesy, (28): 313-<br />
329, 2005.<br />
FREEDEN W., SCHREINER M.: Spaceborne Gravitational Field<br />
Determination by Means of Locally Supported Wavelets.<br />
Journal of Geodesy, (79): 431-446, 2005.<br />
FREEDEN W., SCHREINER M.: Biorthogonal Locally Supported<br />
Wavelets on the Sphere Based on Zonal Functions. Journal<br />
of Fourier Analysis and Applications (JFAA), (submitted,<br />
2006).<br />
GÖTZELMANN M., KELLER W., REUBELT T.: Gross error compensation<br />
for gravity field analysis based on kinematic orbit<br />
data. Journal of Geodesy 80 (2006) 184-198, DOI 10.1007/<br />
s00190-006-0061-9<br />
HESSE K., GUTTING M.: Smoothing Splines in Multiscale Geopotential<br />
Determination from SST-Data or SGG-Data,<br />
Technical Report AGTM, No. 255, Laboratory of Technomathematics,<br />
Geomathematics Group, University of Kaiserslautern,<br />
2003.<br />
KAMMANN P., MICHEL V.: Time–Dependent Cauchy–Navier<br />
Splines and their Application to Seismic Wave Front<br />
Propagation, Schriften zur Funktionalanalysis und Geomathematik,<br />
26 2006, preprint, submitted to: Zeitschrift für<br />
Angewandte Mathematik und Mechanik (ZAMM).<br />
KELLER W.: The use of wavelets for the acceleration of iteration<br />
schemes. In: F. Sanso (ed): V. Hotine-Marussi Symposium<br />
on Mathematical Geodesy. <strong>IAG</strong> Symposia 127, Matera,<br />
Italy, 17-21 June 2002, pp. 81-87, Springer, Berlin 2004<br />
KELLER W.: Wavelets in Geodesy and Geodynamics, Walter<br />
DeGruyter Verlag, Berlin, 2004<br />
KUROISHI Y., KELLER W.: Wavelet approach to improvement of<br />
gravity field – geoid modeling for Japan. Journal of Geophysical<br />
Research 110: B03402, doi:10.1029/2004JB003371<br />
MAIER T., MAYER C.: Multiscale Downward Continuation of the<br />
Crustal Field from CHAMP FGM-Data in First CHAMP<br />
Mission Results for Gravity, Magnetic and Athmospheric<br />
Studies, pp 288-295, 2003.<br />
MAYER C., MAIER T.: Multiscale Determination of Radial Current<br />
Distribution from CHAMP FGM-Data in First CHAMP<br />
Mission Results for Gravity, Magnetic and Athmospheric<br />
Studies, pp 339-346, 2003<br />
MAYER C.: Wavelets on Regular Surfaces Generated by Layer<br />
Potentials, Oberwolfach Reports, EMS Publishing House,<br />
Vol. 1, pp. 1441-1444, 2004<br />
MAYER C.: Wavelet Modelling of the Spherical Inverse Source<br />
Problem with Application to Geomagnetism, Inverse<br />
Problems, 20, 1713-1728, 2004.<br />
MAYER C.: Wavelets on Regular Surfaces Generated by Stokes<br />
Potentials, Proceedings of the GAMM 77th Annual Scientific<br />
Conference in Berlin, submitted, 2006.<br />
MAYER-GÜRR T., EICKER A., ILK K.H.: Gravity field recovery<br />
from GRACE-SST data of short arcs, in: J. Flury et al. (eds.):<br />
Observation of the Earth System from Space, pp. 131-148,<br />
Springer-Verlag Berlin Heidelberg, (2006)<br />
MAYER-GÜRR T., EICKER A., ILK K.H.: ITG-Grace02s: a GRACE<br />
gravity field derived from short arcs of the satellite's orbit,<br />
Proceedings Symposium of the International Gravity Field<br />
Service (IGFS2006), Istanbul, Turkey, (2006)<br />
MICHEL V.: Theoretical Aspects of a Multiscale Analysis of the<br />
Eigenoscillations of the Earth, Revista Matematica Complutense,<br />
16, 519-554 2003<br />
MICHEL V.: Multiscale Approaches for the Determination of the<br />
Earth's Interior – from Gravitational and Seismic Data,<br />
Oberwolfach Workshop Report "Geomathematics", Report<br />
27, 1380-1381, 2004<br />
MICHEL V.: Regularized Wavelet-based Multiresolution Recovery<br />
of the Harmonic Mass Density Distribution from Data of<br />
the Earth's Gravitational Field at Satellite Height, Inverse<br />
Problems, 21, 997-1025, 2005.<br />
SCHMIDT M., FABERT O., SHUM C.K.: Towards the Estimation of<br />
a Multi-Resolution Representation of the Gravity Field<br />
Based on Spherical Wavelets. In: Sanso, F. (ed.) A Window<br />
on the Future of Geodesy., 362-367, Springer, Berlin, 2005<br />
SCHMIDT M., KUSCHE J., VAN LOON J., SHUM C.K., HAN S.-C.,<br />
FABERT O.: Multi-resolution representation of regional<br />
gravity data. In: Jekeli, C., Bastos, L., Fernandes, J. (eds.)<br />
Gravity, Geoid and Space Missions., 167-172 Springer,<br />
Berlin, 2005<br />
SCHMIDT M., HAN S.-C., KUSCHE J., SANCHEZ L., SHUM C.K.:<br />
Regional high-resolution spatiotemporal gravity modeling<br />
from GRACE data using spherical wavelets. Geophys. Res.<br />
Lett., 33, L08403, 2006 doi:10.1029/2005GL025509<br />
SCHMIDT M., FENGLER M., MAYER-GÜRR T., EICKER A., KUSCHE<br />
J., SANCHEZ L., HAN S.-C.: Regional Gravity Modelling in<br />
Terms of Spherical Base Functions. J Geod, 81, 17-38, 2007,<br />
doi: 10.1007/s00190-006-0101-5<br />
SCHMIDT M., BILITZA D., SHUM C.K., ZEILH<strong>OF</strong>ER C.: Regional<br />
4-D modeling of the ionospheric electron density. J. Adv.<br />
in Space Res., 2007, doi:10.1016/j.asr.2007.02.050