Chapter
Chapter 2. Asymptotic properties of general symmetric hyperbolic systems
pp.：
34 – 46
Chapter 3. The Cauchy problem for the coupled Schroedinger- Klein-Gordon equations
pp.：
46 – 54
Chapter 4. Applications of generic bifurcation theory in fluid mechanics
pp.：
54 – 83
Chapter 5. The Hamilton-Jacobi-Bellman equation for two operators via variational inequalities
pp.：
83 – 90
Chapter 6. Nonlinear problems related to the Thomas-Fermi equation
pp.：
90 – 99
Chapter 7. Global solvability and hypoellipticity of abstract complexes and equations
pp.：
99 – 111
Chapter 8. On the inverse scattering problem for linear evolution equations
pp.：
111 – 121
Chapter 9. Nonlinear bifurcation problem and buckling of an elastic plate subjected to unilateral conditions in its plane
pp.：
121 – 144
Chapter 10. On the thermodynamics of non-classical systems
pp.：
144 – 152
Chapter 11. On an inequality in thermodynamic stability
pp.：
152 – 180
Chapter 12. Least square solution of non linear problems in fluid dynamics
pp.：
180 – 234
Chapter 13. Elastic bodies in a Signorini-type environment
pp.：
234 – 246
Chapter 14. On the nonlinear theory of elasticity
pp.：
246 – 263
Chapter 15. Constitutive equations and free surfaces
pp.：
263 – 293
Chapter 16. On some questions in boundary value problems of mathematical physics
pp.：
293 – 356
Chapter 17. Memory effects in one-dimensional problems of continuum mechanics
pp.：
356 – 372
Chapter 18. A general framework for problems in the statics of finite elasticity
pp.：
372 – 397
Chapter 19. Elliptic metrics on Lorentz manifolds
pp.：
397 – 405
Chapter 20. Boundary value problems for equations of mixed type
pp.：
405 – 409
Chapter 21. A free boundary, nonlinear eigenvalue problem
pp.：
409 – 420
Chapter 22. The concepts of thermodynamics
pp.：
420 – 461
Chapter 23. The nonlinear Schrödinger equation
pp.：
461 – 475
Chapter 24. Derivative dependent infinitesimal deformations of differentiable functions
pp.：
475 – 481
Chapter 25. Non linear constitutive relations and homogenization
pp.：
481 – 494
Chapter 26. Qualitative properties of Navier-Stokes equations
pp.：
494 – 504
Chapter 27. Some challenges offered to analysis by rational thermodynamics
pp.：
504 – 613
Chapter 28. Some simplified equations from the theory of mixtures
pp.：
613 – 622
Author Index
pp.：
622 – 624
Contemporary Developments in Continuum Mechanics and Partial Differential Equations
：Proceedings of the International Symposium on Continuum Mechanics and Partial Differential Equations, Rio de Janeiro, August 1977
( Volume 30 )
Disclaimer: Any content in publications that violate the sovereignty, the constitution or regulations of the PRC is not accepted or approved by CNPIEC.
