[See also Geodesy.]
------------------------------------------------------------------------
F. Agterberg: Geomathematics. Elsevier 1974, 600p. $50.

F. Agterberg/S. Robinson: Mathematical problems in geology.
Bull. Inst. Int. Stat. 44 (1971), 567-596.

12190 James Carr: Numerical analysis for the geological sciences.
Prentice Hall 1995, 590p. 0-02-319511-8. $67.
Contents: A review of calculus; Carl Friedrich Gauss; Concepts in
matrix algebra; An overview of probability and statistics; Multivariate
data analysis; geostatistics - the art of spatial analysis; computer
graphics - visualizing quantitative information; finite element
analysis; Fourier analysis; numerical processing of digital images;
fractals. Rather elementary.

Jean-Yves Chemin/Benoit Desjardins/Isabelle Gallagher/Emmanuel Grenier:
Mathematical geophysics. An introduction to rotating fluids and the
Navier-Stokes equations. Oxford UP 2006, 260p. Pds. 45.

Heinz Engl/A. Louis/W. Rundell (ed.): Inverse problems in geophysical
applications. SIAM 1997.

Willi Freeden: Multiscale modelling of spaceborn geodata.
Teubner 1999. Eur 37.

Willi Freeden/T. Gervens/M. Schreiner: Constructive approximation on the
sphere. With applications to geomathematics.
Oxford UP 1998, 430p. 0-19-853682-8. Pds 65.

Willi Freeden/Michael Schreiner/Richard Franke: A survey of
spherical spline approximation. Surv. Math. Industry 7 (1997), 29-85.

Willy Freeden/U. Windheuser: Combined spherical harmonic and wavelet
expansion - a future concept in Earth's graviational determination.
Appl. Comp. Harmon. Anal. 4 (1997), 1-37.

11991 Lars Ho''rmander: The boundary problems of physical geodesy.
Arch. rat. Mech. Anal. 62 (1976), 1-52.

Dionissios Hristopoulos/George Christakos: Numerical implementation of a
space-transformation approach for solving the three-dimensional flow equation.
SIAM J. Sci. Comput. 20 (1998), 619-647. Numerical implementation of the
space-transformation approach in porous media modeling. Space transformation
is a mathematical approach that simplifies the study of multidimensional
problems by reducing them to unidimensional ones.

Ru''diger Lehmann: Studies on the use of the boundary element method
in physical geodesy. Beck 1997, 100p. 3-7696-8194-0.

11990 T. Wood: Vertex latitudes on ellipsoid geodesics.
SIAM Rev. 38 (1996), 637-644.