Variational methods for equilibrium problems of fluids. (Meeting held in Trento, Italy, from June 20 to 25, 1983). (English) Zbl 0544.00035

Astérisque, 118. Paris: Société Mathématique de France. 273 p. FF 150.00; $ 19.00 (1984).

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The articles of this volume will be reviewed individually under the abbreviation ”Variational methods for equilibrium problems of fluids, Meet. Trento/Italy 1983, Astérisque 118”.
Indexed articles:
Chen, J.-T., Uniqueness of minimal point and its location for capillary free surfaces over convex domain [Zbl 0546.76036]
Phillips, D., The free boundary of a semilinear elliptic equation [Zbl 0561.35033]
Tessarotto, M., Variational formulation for the Fokker-Planck kinetic equation in equilibrium problems [Zbl 0565.76112]
Bemelmans, J., Free boundary problems for the Navier-Stokes equations [Zbl 0567.76036]
Hildebrandt, S., Minimal surfaces with free boundaries and related problems [Zbl 0569.53004]
Almgren, F. J.; Super, B., Multiple valued functions in the geometric calculus of variations [Zbl 0575.49025]
Tam, L.-F., The behavior of capillary surfaces when gravity goes to zero [Zbl 0577.76020]
Rodrigues, J.-F., On the stability of the obstacle Plateau problem on locally pseudoconvex domains [Zbl 0579.49009]
Gulliver, R., Tori of prescribed mean curvature and the rotating drop [Zbl 0581.76108]
Friedman, A., Free boundary problem in fluid dynamics [Zbl 0588.76016]
Alt, H. W.; DiBenedetto, E., Flow of oil and water through porous media [Zbl 0588.76166]
Massari, U., The parametric problem of capillarity: The case of two and three fluids [Zbl 0591.76166]
Congedo, G.; Emmer, M., Equilibrium configurations of rotating liquid masses [Zbl 0591.76176]
Ross, J.; Brulois, F., The stability of axisymmetric rotating drops [Zbl 0605.76123]
Korevaar, N., The normal variations technique for studying the shape of capillary surfaces [Zbl 0609.76017]
Barozzi, E.; Gonzalez, E. H. A., Least area problems with a volume constraint [Zbl 0617.76023]


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