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This book - an outgrowth of a topical summer school - sets out to introduce non-specialists from physics and engineering to the basic mathematical concepts of approximation and Fourier theory. After a general introduction, Part II of this volume contains basic material on the complex and harmonic analysis underlying the further developments presented. Part III deals with the essentials of approximation theory while Part IV completes the foundations by a tour of probability theory. Part V reviews some major applications in signal and control theory. In Part VI mathematical aspects of dynamical systems theory are discussed. Part VII, finally, is devoted to a modern approach to two physics problems: turbulence and the control and noise analysis in gravitational waves measurements.
Handbook of mathematical techniques for wavestructure interactions Автор: C.M. Linton Год: 2001 |
Partial Differential Equations in Classical Mathematical Physics (CUP 1998) Автор: Isaak Rubinstein Год: 1998 |
Mathematical Thinking and Writing: A Transition to Higher Mathematics Автор: Maddox R. Год: 2001 |
Mathematical Methods in Science and Engineering Автор: Selcuk Bayin Год: 2006 |
Mathematical Analysis of Viscoelastic Flows Автор: Michael Renardy Год: 1987 |
Introduction to the Mathematics of Medical Imaging Автор: Charles L. Epstein Год: 2007 |