Titlebook: Spherical Functions of Mathematical Geosciences; A Scalar, Vectorial, Willi Freeden,Michael Schreiner Book 2022Latest edition The Editor(s)

FATAL

Spherical Functions of Mathematical Geosciences978-3-662-65692-1Series ISSN 2510-1544 Series E-ISSN 2510-1552

DAMP

出来

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Circular HarmonicsOur considerations in the following chapters will be exclusively undertaken with respect to two-dimensional spheres embedded in the Euclidean space ..

Spinal-Fusion

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Vector Spherical HarmonicsVarious applications imply different formulations of vector spherical harmonics, putting the accent on different issues.

Ligament

Tensor Spherical HarmonicsThe theory of tensor spherical harmonics extends in canonical way our approach to vector spherical harmonics. In fact, our approach is a straightforward generalization of the vector spherical harmonic theory presented in Chapter 6.

软弱

Potentials in Euclidean SpaceIn what follows, we discuss function systems occurring in Cartesian and spherical potential theory to handle problems, e.g., in geosciences, prospection, and exploration.

枫树

Potentials on the SphereThus, potential theory on the sphere . with respect to . shows some aspects different from potential theory in Euclidean space R3.

jettison

Multiscale Mollifier Potential Systems in GeoapplicationsIn what follows we discuss first order differential equations concerned with geoscientifically relevant applications, namely gravitational deflections of the vertical and geostrophic ocean flow.