Bandle, C. (ed.); Bemelmans, J. (ed.); Chipot, M. (ed.); Grüter, M. (ed.); Saint Jean Paulin, Jeannine (ed.) Progress in partial differential equations: calculus of variations, applications. 1st European conference on Elliptic and parabolic problems, Pont-á-Mousson, France, June 1991. (English) Zbl 0780.00014 Pitman Research Notes in Mathematics Series. 267. Harlow, Essex: Longman Scientific & Technical. New York: Wiley. 314 p. (1993). Show indexed articles as search result. The articles of this volume will be reviewed individually.Indexed articles:Bensoussan, A.; Boccardo, L.; Murat, F., Homogenization of a nonlinear partial differential equation with unbounded solution, 1-12 [Zbl 0818.35009]Fraenkel, L. E., On steady vortex rings with swirl and a Sobolev inequality, 13-26 [Zbl 0821.46041]Giaquinta, M.; Modica, G.; Souček, J., Variational problems for the conformally invariant integral \(\int| du|^ n\), 27-47 [Zbl 0817.49034]Hardt, R., Spaces of harmonic maps with fixed singular sets, 48-58 [Zbl 0820.35052]James, R. D.; Kinderlehrer, D., Frustration and microstructure: An example in magnetostriction, 59-81 [Zbl 0797.49037]Ockendon, J. R., Some macroscopic models for superconductivity, 82-98 [Zbl 0804.35128]Simon, L., The singular set of minimal submanifolds and harmonic maps, 99-108 [Zbl 0804.49032]Allaire, G., Homogenization of the unsteady Stokes equations in porous media, 109-123 [Zbl 0801.35103]Bellettini, G.; Paolini, M.; Verdi, C., Numerical minimization of functionals with curvature by convex approximations, 124-138 [Zbl 0790.53005]Brauner, C. M.; Fife, P.; Namah, G.; Schmidt-Laine, C., Homogenization of propagative combustion processes, 139-149 [Zbl 0820.35013]Brighi, B.; Chipot, M., Approximation in nonconvex problems, 150-157 [Zbl 0793.41027]Brillard, A., Asymptotic flow of a viscous and incompressible fluid through a plane sieve, 158-172 [Zbl 0795.76079]Colli, P.; Grasselli, M., Phase transitions in materials with memory, 173-186 [Zbl 0787.35048]Gustafsson, B.; Mossino, J.; Picard, C., Limit behaviour of some stratified structures with high conductivity, 187-199 [Zbl 0823.35015]Gwinner, J., Boundary element convergence for unilateral harmonic problems, 200-213 [Zbl 0819.35069]Kubo, M.; Langlais, M., Periodic solutions for nonlinear population dynamics models with periodic supply, 214-220 [Zbl 0794.92017]Leonetti, F., On the regularity of vector-valued minimizers of some nonconvex functionals with nonstandard growth, 221-227 [Zbl 0808.49032]Łukaszewicz, G., On diffusion in viscous fluids mixed boundary conditions, 228-243 [Zbl 0817.35073]Mikelić, Andro; Primicerio, Mario, Homogenization of heat conduction in materials with periodic inclusions of a perfect conductor, 244-256 [Zbl 0819.35013]Nataf, Frédéric, Paraxial approximations of the steady advection-diffusion equation. Padé approximants for operators, 257-271 [Zbl 0792.41014]Nicaise, S., Regularity of the weak solution of the Lamé system in nonsmooth domains, 272-284 [Zbl 0798.35029]Porru, G.; Ragnedda, F., A convexity property for functionals defined on the level sets of solutions to some nonlinear equations, 285-298 [Zbl 0793.58013]Reddy, B. D., Existence of solutions to a quasistatic problem of elastoplasticity, 299-311 [Zbl 0802.73022]Roubíček, T., A note about optimality conditions for variational problems with rapidly oscillating solutions, 312-314 [Zbl 0794.49021] Cited in 2 Reviews MSC: 00B25 Proceedings of conferences of miscellaneous specific interest 49-06 Proceedings, conferences, collections, etc. pertaining to calculus of variations and optimal control 35-06 Proceedings, conferences, collections, etc. pertaining to partial differential equations Keywords:Pont-á-Mousson (France); Partial differential equations; Elliptic problems; Parabolic problems PDF BibTeX XML Cite \textit{C. Bandle} (ed.) et al., Progress in partial differential equations: calculus of variations, applications. 1st European conference on Elliptic and parabolic problems, Pont-á-Mousson, France, June 1991. Harlow, Essex: Longman Scientific \& Technical; New York: Wiley (1993; Zbl 0780.00014) OpenURL