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Dynamical Problems in Continuum Physics
herausgegeben von J.L. Bona, C. Dafermos, J.L. Ericksen und D. KinderlehrerInhaltsverzeichnis
- Solitary Water-Waves in the Presence of Surface Tension.
- Presence and Absence of Weak Singularities in Nonlinear Waves.
- Some Dynamical Problems in Continuum Physics.
- Existence and Asymptotic Behavior for Strong Solutions of the Navier Stokes Equations in the Whole Space.
- A Confluence of Experiement and Theory for Waves of Finite Strain in the Solid Continuum.
- Interaction of Shallow-Water Waves and Bottom Topography.
- Classical Piezoelectricity: Is the Theory Complete?.
- On the Dynamics of a Collisionless Plasma.
- Acoutoelasticity.
- One Dimensional Finite Amplitude Pulse Propagation in Electroelastic Semiconductors.
- Weak Solutions of Transonic Flow by Compensated Compactness.
- Extended Thermodynamics of Ideal Gases.
- Phase Transitions in One Dimensional Nonlinear Viscoelasticity: Admissibility and Stability.
- Dynamic Phase Transitions and Compensated Compactness.
- Recent Advances in Nonlinear Wave Equations.
- Some Existence, Uniqueness, and Non-Uniqueness Results for Weakly Hyperbolic Equations in Gevrey Classes.
- Information About Other Volumes in this Program.