Bandle, Catherine (ed.); Berestycki, Henri (ed.); Brighi, Bernhard (ed.); Brillard, Alain (ed.); Chipot, Michel (ed.); Coron, Jean-Michel (ed.); Sbordone, Carlo (ed.); Shafrir, Itai (ed.); Valente, Vanda (ed.); Vergara Caffarelli, Giorgio (ed.) Elliptic and parabolic problems. A special tribute to the work of Haim Brezis. (English) Zbl 1068.35001 Progress in Nonlinear Differential Equations and their Applications 63. Basel: Birkhäuser (ISBN 3-7643-7249-4/hbk). viii, 470 p. (2005). Show indexed articles as search result. The articles of this volume will be reviewed individually.Indexed articles:Acker, Andrew, One-layer free boundary problems with two free boundaries, 1-12 [Zbl 1081.35158]Bandle, Catherine; Stingelin, Simon, New numerical solutions for the Brezis-Nirenberg problem on \(\mathbb S^n\), 13-21 [Zbl 1330.35139]Beirão da Veiga, H., On some boundary value problems for incompressible viscous flows with shear dependent viscosity, 23-32 [Zbl 1081.35070]Bermúdez, A.; Leira, R.; Muñiz, M. C.; Pena, F., Radiative heat transfer in silicon purification, 33-42 [Zbl 1085.35012]Berrimi, Said; Messaoudi, Salim A., A decay result for a quasilinear parabolic system, 43-50 [Zbl 1082.35029]Betelú, S. I.; Fontelos, M. A.; Kindelán, U., The shape of charged drops: symmetry-breaking bifurcations and numerical results, 51-58 [Zbl 1082.35024]Blanchet, A.; Dolbeault, J.; Monneau, R., On the one-dimensional parabolic obstacle problem with variable coefficients, 59-66 [Zbl 1081.35159]Boccardo, Lucio, Hardy potentials and quasi-linear elliptic problems having natural growth terms, 67-82 [Zbl 1124.35019]Brighi, Bernard; Hoernel, Jean-David, Recent advances on similarity solutions arising during free convection, 83-92 [Zbl 1092.34008]Brossard, R.; Lohéac, J.-P.; Moussaoui, M., Rellich relations for mixed boundary elliptic problems, 93-102 [Zbl 1121.35039]Cañada, A.; Montero, J. A.; Villegas, S., Lyapunov-type inequalities and applications to PDE, 103-110 [Zbl 1095.34010]Cañada, A.; Ruiz, D., Gaeta 2004. Elliptic resonant problems with a periodic nonlinearity, 111-118 [Zbl 1087.35012]Capitanelli, Raffaela, Harnack inequality for \(p\)-Laplacians on metric fractals, 119-126 [Zbl 1112.35064]Carpio, Ana, Wave propagation in discrete media, 127-134 [Zbl 1081.35121]Cazenave, Thierry; Dickstein, Flávio; Weissler, Fred B., A solution of the heat equation with a continuum of decay rates, 136-138 [Zbl 1085.35039]Chainais-Hillairet, Claire; Peng, Yue-Jun, Finite volume scheme for semiconductor energy-transport model, 139-146 [Zbl 1078.82543]Chipot, Michel; Xie, Yitian, Asymptotic behavior of nonlinear parabolic problems with periodic data, 147-156 [Zbl 1085.35031]Peyré, Gabriel; Cohen, Laurent, Geodesic computations for fast and accurate surface remeshing and parameterization, 158-171 [Zbl 1082.65012]Comte, M., On the Newton body type problems, 173-177 [Zbl 1085.35007]Coron, Jean-Michel, Some open problems on water tank control systems, 179-188 [Zbl 1081.93519]Dávila, Juan; Montenegro, Marcelo, Hölder estimates for solutions to a singular nonlinear Neumann problem, 189-205 [Zbl 1121.35062]De Maio, U.; Mel’nyk, T. A., Asymptotic analysis of the Neumann problem for the Ukawa equation in a thick multi-structure of type 3:2:2, 207-215 [Zbl 1160.35327]Díaz, J. I., On the Haïm Brezis pioneering contributions on the location of free boundaries, 217-234 [Zbl 1081.35160]Droniou, Jérôme, Fractal conservation laws: global smooth solutions and vanishing regularization, 235-242 [Zbl 1085.35098]Escobedo, M., Stationary and self-similar solutions for coagulation and fragmentation equations, 243-258 [Zbl 1081.35122]Fiorenza, Alberto, Orlicz capacities and applications to PDEs and Sobolev mappings, 259-266 [Zbl 1160.35384]Freiberg, Uta Renata; Lancia, Maria Rosaria, Energy forms on non self-similar fractals, 267-277 [Zbl 1119.31007]Gallouët, Thierry, Measure data and numerical schemes for elliptic problems, 279-290 [Zbl 1121.35043]Ge, Yuxin, Brezis-Nirenberg problem and Coron problem for polyharmonic operators, 291-297 [Zbl 1163.35374]Guedda, Mohammed, Local and global properties of solutions of a nonlinear boundary layer equation, 299-307 [Zbl 1084.34505]Herrero, M. A., Mathematical models of aggregation: the role of explicit solutions, 309-318 [Zbl 1081.35123]Kamin, S.; Berestycki, H.; Kagan, L.; Sivashinsky, G., Metastable behavior of premixed gas flames, 319-328 [Zbl 1083.35048]Kichenassamy, Satyanad, Recent progress on boundary blow up, 329-341 [Zbl 1085.35016]Mawhin, Jean, Maximum principle for bounded solutions of the telegraph equation: the case of high dimensions, 343-351 [Zbl 1095.35506]Pascucci, Andrea, Kolmogorov equations in physics and in finance, 353-364 [Zbl 1085.35089]Polidoro, Sergio, Harnack inequalities and Gaussian estimates for a class of hypoelliptic operators, 365-374 [Zbl 1089.35015]Ponce, Augusto C., How to construct good measures, 375-388 [Zbl 1160.35414]Rădulescu, Vicenţiu, Bifurcation and asymptotics for elliptic problems with singular nonlinearity, 389-401 [Zbl 1117.35028]Rieger, Marc Oliver, A model for hysteresis in mechanics using local minimizers of Young measures, 403-414 [Zbl 1081.35118]Sbordone, Carlo, The precise \(L^p\)-theory of elliptic equations in the plane, 415-421 [Zbl 1147.35024]Valente, V., Essential spectrum and noncontrollability of membrane shells, 423-431 [Zbl 1081.35119]Vázquez, J. L., The porous medium equation. New contractivity results, 433-451 [Zbl 1147.35050]Véron, Laurent, Large solutions of elliptic equations with strong absorption, 453-464 [Zbl 1147.35319]Zappale, Elvira, Relaxation in presence of pointwise gradient constraints, 465-470 [Zbl 1085.35008] MSC: 35-06 Proceedings, conferences, collections, etc. pertaining to partial differential equations 00B30 Festschriften Biographic References: Brezis, Haim PDFBibTeX XMLCite \textit{C. Bandle} (ed.) et al., Elliptic and parabolic problems. A special tribute to the work of Haim Brezis. Basel: Birkhäuser (2005; Zbl 1068.35001)