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Secure Connected Objects

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Banach, Fréchet, Hilbert and Neumann Spaces

Analysis for PDEs Set Volume 1

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Semi-Markov Migration Models for Credit Risk

Stochastic Models for Insurance Set Volume 1

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Human Exposure to Electromagnetic Fields

From Extremely Low Frequency (ELF) to Radio Frequency

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Enterprise Interoperability


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Data Treatment in Environmental Sciences

Multivaried Approach

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From Pinch Methodology to Pinch-Exergy Integration of Flexible Systems

Thermodynamics Energy, Environment, Economy Set

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Exterior Algebras

Elementary Tribute to Grassmann's Ideas

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Nonlinear Theory of Elastic Plates

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Cognitive Approach to Natural Language Processing

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Finite Volumes for Complex Applications V

Problems & Perspectives

Edited by Robert Eymard, Paris-Est University, France. Jean-Marc Hérard, EDF, France

ISBN: 9781848210356

Publication Date: May 2008   Hardback   960 pp.

355 USD

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This volume contains papers presented at the 5th International Symposium on Finite Volumes for Complex Applications, held at Aussois, France, in June 2008.
The first part includes papers concerned with:
- Theoretical and numerical results, for instance: convergence, new finite volume schemes, adaptivity, approximation of probability laws.
- Physical applications, in particular multiphase flows and flows through porous media, turbulent flows, shallow-water problems, image processing.
The second part contains papers which present the results of a benchmark devoted to the comparison of numerical methods for the approximation of heterogeneous and anisotropic diffusion problems.

About the Authors

Robert Eymard is Professor of Mathematics at Paris-Est University, France. His research interests relate to the use and the mathematical analysis (for example convergence properties) of numerical methods, and particularly finite volume methods, in various industrial frameworks.
Jean-Marc Hérard is a senior engineer in the research branch of EDF (Electricité de France). He is currently in charge of the research program in numerical methods for the EDF-CEA-AREVA-IRSN joint project NEPTUNE. He is involved in the mathematical and numerical modeling of single-phase and multiphase flows.
His research topics also include the development of new finite volume schemes for the computation of hyperbolic systems.


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