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Composite Media and Homogenization Theory
An International Centre for Theoretical Physics Workshop Trieste, Italy, January 1990
von Gianni Dal Maso und Gianfausto Dell'AntonioInhaltsverzeichnis
- 1. Integral Representation of Functionals Defined on Sobolev Spaces.
- 2. Homogenization and Renormalization of Multiple-Scattering Expansions for Green Functions in Turbulent Transport.
- 3. Properties of Averaged Models of the Periodic Media Mechanics.
- 4. Homogenization of a Class of Stochastic Partial Differential Equations.
- 5. Effective Medium Approximation for Nonlinear Conductivity of a Composite Medium.
- 6. Homogenization of Nonlinear Unilateral Problems.
- 7. Homogenization, Plasticity, and Yield Design.
- 8. Some Remarks on ?-Convergence and Least Squares Method.
- 9. Homogenization of Miscible Displacement in Unsaturated Aggregated Soils.
- 10. Homogenized Models of Composite Media.
- 11. Structural Optimization of a Linearly Elastic Structure Using the Homogenization Method.
- 12. Geometry and Asymptotics in Homogenization.
- 13. The Field Equation Recursion Method.
- 14. Composite Media and Dirichlet Forms.