Mathematical Problems And Methods Of Hydrodynamic Weather Forecasting

Mathematical Problems and Methods of Hydrodynamic Weather Forecasting

The material provides an historical background to forecasting developments as well as introducing recent advances. The book will be of interest to both mathematicians and physicians, the topics covered include equations of dynamical meteorology, first integrals, non-linear stability, well-posedness of boundary problems, non-smooth solutions, parameters and free oscillations, meteorological data processing, methods of approximation and interpolation and numerical methods for forecast modelling.

Mathematical Problems and Methods of Hydrodynamic Weather Forecasting

Method of Difference Potentials and Its Applications

The first English edition of a well-known Russian monograph. This book presents the method of difference potentials first proposed by the author in 1969, and contains illustrative examples and new algorithms for solving applied problems of gas dynamics, diffraction, scattering theory, and active noise screening.