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Geoscientifically Relevant Numerical Integration

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In industry and economics, the solution of partial differential equations usually results in multivariate numerical integration over cuboids for which iterated one-dimensional approximate integration is in use. In geosciences, however, the integrals are extended over potato-like regions for which specifically multi-variate approximate integration methods are required. Georeflected Cubature provides a basic foundation for students , researchers, and practitioners interested in the diverse areas of modern geoscientifically relevant integration.

Format: Hardcover

Publisher: CRC Press

Release: October 15, 2017

ISBN: 1138718823

ISBN 13: 9781138718821

Geoscientifically Relevant Numerical Integration

0/5 ( ratings)

In industry and economics, the solution of partial differential equations usually results in multivariate numerical integration over cuboids for which iterated one-dimensional approximate integration is in use. In geosciences, however, the integrals are extended over potato-like regions for which specifically multi-variate approximate integration methods are required. Georeflected Cubature provides a basic foundation for students , researchers, and practitioners interested in the diverse areas of modern geoscientifically relevant integration.

Format: Hardcover

Publisher: CRC Press

Release: October 15, 2017

ISBN: 1138718823

ISBN 13: 9781138718821

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Special Functions of Mathematical (Geo-)Physics

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