Current and Future Directions in Applied Mathematics

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ISBN: 1461273803
ISBN 13: 9781461273806
Herausgeber: Mark Alber/Bei Hu/Joachim Rosenthal
Verlag: Springer Basel AG
Umfang: ix, 261 S., 7 s/w Illustr.
Erscheinungsdatum: 09.10.2012
Auflage: 1/1997
Produktform: Kartoniert
Einband: KT
Artikelnummer: 4368282 Kategorie:

Beschreibung

Bloch, J. E. Marsden and G. Sanchez. 43 Oscillatory Descent for Function Minimization R. Brockett. 65 On the Well-Posedness of the Rational Covariance Extension Problem C. l. Byrnes, H. J. Landau and A. Lindquist. 83 Singular Limits in Fluid Mechanics P. Constantin. 109 Singularities and Defects in Patterns Far from Threshold N. M. Ercolani. 137 Mathematical Modeling and Simulation for Applications of Fluid Flow in Porous Media R. E. Ewing. 161 On Loeb Measure Spaces and their Significance for N on­ Cooperative Game Theory M. A. Khan and Y. Sun. 183 Mechanical Systems with Symmetry, Variational Principles, and Integration Algorithms J. E. Marsden and J. M. Wendlandt. 219 Preface The applied sciences are faced with increasingly complex problems which call for sophisticated mathematical models.

Autorenporträt

InhaltsangabeSome Remarks on Applied Mathematics.- Mathematics is a Profession.- Comments on Applied Mathematics.- Towards an Applied Mathematics for Computer Science.- Infomercial for Applied Mathematics.- On Research in Mathematical Economics.- Applied Mathematics in the Computer and Communications Industry.- Trends in Applied Mathematics.- Applied Mathematics as an Interdisciplinary Subject.- Panel Discussion on Future Directions in Applied Mathematics.- Feedback Stabilization of Relative Equilibria for Mechanical Systems with Symmetry.- Oscillatory Descent for Function Minimization.- On the Well-Posedness of the Rational Covariance Extension Problem.- Singular Limits in Fluid Mechanics.- Singularities and Defects in Patterns Far from Threshold.- Mathematical Modeling and Simulation for Applications of Fluid Flow in Porous Media.- On Loeb Measure Spaces and their Significance for Non-Cooperative Game Theory.- Mechanical Systems with Symmetry, Variational Principles, and Integration Algorithms.

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