Nonlinear elliptic and parabolic problems. A special tribute to the work of Herbert Amann, Zürich, Switzerland, June 28--30, 2004
The articles of this volume will be reviewed individually. Indexed articles: \textit{Abels, Helmut}, Bounded imaginary power and \(H_{\infty}\)-calculus of the Stokes operator in unbounded domains, 1-15 [Zbl 1109.35084] \textit{Borsuk, Mikhail; Zawadzka, Agneszka}, Exact estimates of solutions to the Robin boundary value problem for elliptic non-divergent second-order equations in a neighborhood of the boundary conical point, 17-35 [Zbl 1207.35157] \textit{Bothe, Dieter; Prüss, Jan; Simonett, Gieri}, Well-posedness of a two-phase flow with soluble surfactant, 37-61 [Zbl 1095.35022] \textit{Brasche, J.; Demuth, M.}, Resolvent differences for general obstacles, 63-70 [Zbl 1207.35110] \textit{Díaz, J. I.}, Special finite time extinction in nonlinear evolution systems: dynamic boundary conditions and Coulomb friction type problem, 71-97 [Zbl 1090.35018] \textit{Duelli, Markus; Weis, Lutz}, Spectral projections, Riesz transforms and \(H^{\infty}\)-calculus for bisectorial operator, 99-111 [Zbl 1097.47018] \textit{Farwig, Reinhard; Galdi, Giovanni P.; Sohr, Hermann}, Very weak solutions of stationary and instationary Navier-Stokes equations with nonhomogeneous data, 113-136 [Zbl 1246.35148] \textit{Fila, Marek; Velázquez, Juan J. L.; Winkler, Michael}, Grow-up on the boundary for a semilinear parabolic problem, 137-150 [Zbl 1090.35034] \textit{Gajewski, H.; Skrypnik, I. V.}, Existence and uniqueness results for reaction-diffusion processes of electrically charged species, 151-188 [Zbl 1090.35007] \textit{Colombo, Fabrizio; Guidetti, Davide}, An inverse problem for a phase-field model in Sobolev spaces, 189-210 [Zbl 1095.35064] \textit{Anza Hafsa, O.; Chipot, M.}, Numerical analysis of microstructures: the influence of incompatibility, 211-225 [Zbl 1093.49022] \textit{Hernández, Jesús; Mancebo, Francisco J.; Vega, José M.}, Nonlinear singular elliptic problems: recent results and open problems, 227-242 [Zbl 1206.35107] \textit{Hieber, Matthias}, The Navier-Stokes flow in the exterior of rotating obstacles, 243-251 [Zbl 1089.35042] \textit{Kučera, Milan; Eisner, Jan; Recke, Lutz}, A global bifurcation result for variational inequalities, 253-264 [Zbl 1099.47052] \textit{Kunstmann, Peer Christian}, On elliptic non-divergence operators with measurable coefficients, 265-272 [Zbl 1207.35113] \textit{Laurençot, Philippe; Wrzosek, Dariusz}, A chemotaxis model with threshold density and degenerate diffusion, 273-290 [Zbl 1090.35055] \textit{López-Gómez, Julián; Molina-Meyer, Marcela}, In the blink of an eye, 291-327 [Zbl 1284.92088] \textit{López-Gómez, Julián; Mora-Corral, Carlos}, Generalized minimal cardinal of the \(\lambda\)-slices of the semi-bounded components arising in global bifurcation theory, 329-349 [Zbl 1101.47047] \textit{Messaoudi, Salim A.}, Blow-up of solutions of a semilinear heat equation with a visco-elastic term, 351-356 [Zbl 1088.35030] \textit{Murea, Cornel Marius; Hentschel, George}, Finite element methods for investigating the moving boundary problem in biological development, 357-371 [Zbl 1085.65096] \textit{Naumann, J.}, Existence of weak solutions to the equations of stationary motion of heat-conducting incompressible viscous fluids, 373-390 [Zbl 1122.35115] \textit{Poláčik, Peter; Quittner, Pavol}, Liouville type theorems and complete blow-up for indefinite superlinear parabolic equations, 391-402 [Zbl 1093.35037] \textit{Pražák, Dalibor}, On reducing the 2D Navier-Stokes equations to a system of delayed ODEs, 403-411 [Zbl 1095.35030] \textit{Rehberg, Joachim}, Quasilinear parabolic equations in \(L^p\), 413-419 [Zbl 1092.35047] \textit{Rodríguez-Bernal, Aníbal}, Parabolic equations in locally uniform spaces, 421-432 [Zbl 1125.35046] \textit{Scarpellini, B.}, Bifurcation of traveling waves related to the Bénard equations with an exterior forces, 433-462 [Zbl 1100.35015] \textit{Souplet, Philippe}, The influence of gradient perturbations on blow-up asymptotics in semilinear parabolic problems: a survey, 473-495 [Zbl 1094.35060] \textit{Umezu, Kenichiro}, Non-existence of positive solutions for diffusive logistic equations with nonlinear boundary conditions, 497-507 [Zbl 1125.35355] \textit{Rodríguez-Bernal, Aníbal; Vidal-López, Alejandro}, Extremal equilibria and asymptotic behavior of parabolic nonlinear reaction-diffusion equations, 509-516 [Zbl 1100.35055] \textit{Walker, Christoph}, A remark on continuous coagulation-fragmentation equations with unbounded diffusion coeffi\-cients, 517-528 [Zbl 1085.35079] \textit{Weidemaier, Peter}, On \(L_p\)-estimates of optimal type for the parabolic oblique derivative problem with VMO-coefficients -- a refined version, 529-536 [Zbl 1085.35063] \textit{Schmeißer, Hans-Jürgen; Sickel, Winfried}, Vector-valued Sobolev spaces and Gagliardo--Nirenberg inequalities, 4633-472 [Zbl 1099.46027]
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