- Sambridge M, Braun J, McQueen H (1995) Geophysical parametrization
and interpolation of irregular data using natural neighbours, Geophysical
Journal International, 122: 837-857.
- Sanso F, Barzaghi R, Tscherning CC (1986) Choice of norm for the
density distribution of the Earth, Geophysical Journal of the Royal
Astronomical Society, 87:123-141.
- Sanso F, Rummel R (eds) (1997) Geodetic Boundary Value Problems
in View of the One Centimeter Geoid, Springer-Verlag, Berlin,
Germany.
- Scales LE (1985) Introduction to non-linear optimization. Mac Millan
Publishers Ltd, London and Basingstoke.
- Schwarz KP (ed.) (1983) Techniques to predict gravity anomalies and
deflections of the vertical in mountainous areas (a joint report of
members of the IAG SSG 4.70). Division of Surveying Engineering,
The University of Calgary, Calgary, Publ. 30004.
- Stacey FD (1993) Physics of the Earth (third edition), Brookfiled
Press, Queensland, Australia.
- Strakov VN Schaefer U, Strakhov AV, Luchitsky AI, Teterin DE (1995)
A new approach to approximate the Earth's gravity field, in Seunkel
H, Marson I (eds) Gravity and Geoid, Springer, Berlin, 225-237.
- Strohmeyer D, Ballani L (1984) Uniqueness of the inverse gravimetric
problem for point mass models. Manuscripta Geodetica, Sindelfingen
9: 125-136.
- Strykowski G (1995) Geoedetic and geophysical inverse problem, the
most adequate solution and the information content. In: Suenkel and
Marson (eds) Gravity and Geoid, Springer, Berlin, 215-224.
- Strykowski G (1996) Borehole data and stochastic gravimetric
inversion. PhD-thesis, University of Copenhagen. Publ. 4 series,
vol. 3, National Survey and Cadastre - Denmark, ISBN 87-7866-013-0.
- Strykowski G (1997) Experiences with a detailed estimation of the
mass density contrasts and of the regional gravity field using
geometrical information from seismograms, Proc. XXII General Assembly
of the European Geophysical Society, Vienna.
- Strykowski G (1997) Formulation of the mathematical frame of the
joint inverse gravimetric-seismic modelling problem based on the
analysis of regionally distributed borehole data, In: Segawa,
Fujimoto and Okubo (eds) Gravity, Geoid and Marine Geodesy, Springer,
Berlin, 360-367.
- Strykowski G (1998) Geoid and Mass density - how and why? In:
Forsberg, Feissl and Deitrich (eds) Geodesy on the Move, Springer,
Berlin, 237-242.
- Strykowski G (1999) Silkeborg gravity high revisited: horizontal
extension of the source and its uniqueness. Proc. XXIV General
Assembly of the European Geophysical Society, The Hague, The
Netherlands.
- Strykowski G (1999) Some technical details concerning a new method
of gravimetric-seismic inversion, Proc. XXIII General Assembly of
the European Geophysical Society, Nice, France, 1998, Phys. Chem.
Earth, 24, 207-214.
- Strykowski G, Dahl OC (1998) The geoid as an equipotential surface
in a sense of Newton's integral - ideas and examples, Proc. 2nd
Continental Workshop on the Geoid in Europe, Budapest, Hungary,
Report 98.4, Finnish Geodetic Institute, 113-116.
- Sünkel H (1982) Point mass models and the anomalous
gravitational field, Report 327, Department of Geodetic Science
and Surveying, Ohio State University, Columbus.
- Sünkel H (1985) An isostatic earth model, Report 367,
Department of Geodetic Science and Surveying, Ohio State University,
Columbus.
- Sünkel H (1986) Global topographic-isostatic models, in
Mathematical and Numerical Techniques in Physical Geodesy, Sunkel
H (ed), Springer, Berlin, Germany: 417-462.
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