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International conference on differential equations. Proceedings of the conference, Equadiff ’99, Berlin, Germany, August 1–7, 1999. Vol. 1. (English) Zbl 0949.00019
Singapore: World Scientific. xxx, 806 p. (2000).

Show indexed articles as search result.

The articles of this volume will be reviewed individually. The preceding conference (1995) has been reviewed (see Zbl 0948.00033). For Vol. 2 see Zbl 0949.00031.
Indexed articles:
García, Antonio; Pérez-Chavela, Ernesto, Melnikov techniques in the Sitnikov problem, 3-8 [Zbl 0969.34034]
Jalali, Mir Abbas, \(2n\pi\)-periodic solutions of the Sitnikov problem, 9-11 [Zbl 0969.34035]
Martínez, Regina; Simó, Carles; Susín, Antoni, Regularizable and non-regularizable collisions in \(N\)-body problems, 12-19 [Zbl 1051.70517]
McCord, Christopher, On the homology of the integral manifolds in celestial mechanics, 20-25 [Zbl 0966.37026]
Moeckel, Richard, Horseshoes and the problem of the gaps, 26-29 [Zbl 0976.37037]
Roberts, Gareth E., Existence and stability of relative equilibria in the \(n\)-body problem, 30-35 [Zbl 1003.70010]
Bonatti, Ch.; Pumariño, A.; Viana, M., Lorenz attractors with arbitrary expanding dimension, 39-44 [Zbl 0976.37014]
Gonchenko, Sergey V., Homoclinic tangencies and \(\Omega\)-moduli, 45-47 [Zbl 0966.37018]
Homburg, Ale Jan, Infinite modal maps and homoclinic bifurcations, 48-54 [Zbl 0973.37023]
Krauskopf, Bernd; Oldeman, Bart E.; Champneys, Alan R., Resonant homoclinic flip bifurcations: A numerical investigation, 55-57 [Zbl 0969.34032]
Lakrad, F.; Houssni, M.; Belhaq, M., Bifurcations in three-dimensional systems: Asymptotic treatment, 58-60 [Zbl 0971.34025]
Lerman, L. M., On the structure and bifurcations in a one-parameter unfolding of a 2-d. o. f. Hamiltonian system with a contour with two saddle-foci, 61-63 [Zbl 0966.37028]
Morales, C. A.; Pacifico, M. J., Attractors and singularities robustly accumulated by periodic orbits, 64-67 [Zbl 0966.37006]
Shashkov, Mikhail V., Impossibility of complete bifurcation description for some classes of systems with simple dynamics, 68-70 [Zbl 0976.37025]
Tucker, Warwick, Computational algorithms for ordinary differential equations, 71-76 [Zbl 0965.65096]
Berglund, N., Bifurcations, scaling laws and hysteresis in singularly perturbed systems, 79-81 [Zbl 0969.34052]
Bohé, Adriana, Exponential sensitivity in some singularly perturbed boundary value problems, 82-84 [Zbl 0969.34054]
Chouikha, A. Raouf, The period function of nonhomogeneous differential equations, 85-87 [Zbl 0969.34036]
Dumortier, Freddy, Geometric singular perturbation theory: Centre manifolds and blow up, 88-93 [Zbl 0969.34041]
Fridman, E., Invariant manifolds approach to optimal control of nonlinear singularly perturbed systems, 94-96 [Zbl 0969.34058]
Frolovitchev, S. M., Multiplicative solution asymptotics for singularly perturbed parabolic boundary value problems, 97-99 [Zbl 0968.35055]
Gaiko, Valery A., Limit cycle bifurcations, 100-102 [Zbl 0971.34014]
Golovaty, Yuri; Babych, Natalia, On WKB asymptotic expansions of high frequency vibrations in stiff problems, 103-105 [Zbl 0965.35107]
van Horssen, W. T., A perturbation method based on integrating vectors, 106-108 [Zbl 0969.34053]
Kunze, Markus, Effective dynamics for the Maxwell-Lorentz system, 109-111 [Zbl 0968.35117]
Nefedov, Nikolay N., Asymptotic method of differential inequalities, 112-117 [Zbl 0966.35049]
Schäfke, Reinhard, Gevrey asymptotics in singular perturbations of ODE, 118-123 [Zbl 0970.34053]
Gundlach, Volker Matthias, Random homoclinic dynamics, 127-132 [Zbl 0974.37035]
Li, C. W.; Rong, Situ.; Dong, Z., Lyapunov exponents of linear stochastic jump diffusions, 133-135 [Zbl 0966.37023]
Mao, Xuerong, Lyapunov’s second method for stochastic differential equations, 136-141 [Zbl 0974.37033]
Ashwin, Peter; Melbourne, Ian; Nicol, Matthew, Drift for Euclidean extensions of dynamical systems, 145-150 [Zbl 0976.37011]
Belitskii, Genrich; Kopanskii, Alexander, Smooth normalization of reversible vector fields, 151-153 [Zbl 0966.37016]
Callahan, T. K., Hopf bifurcations on the FCC lattice, 154-156 [Zbl 0966.37007]
Callahan, T. K.; Knobloch, E., Pattern formation in weakly anisotropic systems, 157-162 [Zbl 0966.37019]
Chillingworth, D. R. J., Generic bifurcation from a 2-manifold, 163-165 [Zbl 0976.37027]
Ciocci, Maria-Cristina, On the stability of bifurcating periodic orbits in reversible and symplectic mappings, 166-168 [Zbl 0966.37020]
Field, Michael, Ergodicity and robustness of symmetric attractors, 169-174 [Zbl 0976.37028]
Lamb, Jeroen S. W.; Melbourne, Ian; Wulff, Claudia, Bifurcation from periodic and relative periodic solutions in equivariant dynamical systems, 175-185 [Zbl 0966.37021]
Melbourne, Ian, Validity, universality and structure of the Ginzburg-Landau equation, 186-200 [Zbl 0983.35059]
Özer, Teoman, Calculation of solution of Boussinesq problem using Lie symmetries, 201-203 [Zbl 0969.35132]
Recke, Lutz, Applications of a new \(G\)-invariant implicit function theorem, 204-206 [Zbl 0971.58006]
Turhan, I. Murat; Can, Mehmet, The relations between Painlevé property and Lie symmetries of second order ordinary differential equations, 207-209 [Zbl 0968.34075]
Vanderbauwhede, André, An example of symmetry reduction in Hamiltonian systems, 210-212 [Zbl 0966.37027]
Wood, D. A.; Allwright, D., Symmetries and mode interactions in the optimisation of hydrophone placement in acoustic arrays, 213-215 [Zbl 0998.76079]
Kokubu, Hiroshi, On transition matrices, 219-224 [Zbl 0966.37002]
Mazur, Marcin; Szybowski, Jacek, The implementation of the Allili-Kaczyński algorithm for the construction of a chain homomorphism induced by a multivalued map, 225-227 [Zbl 0974.37008]
Pilarczyk, Paweł, Computer assisted proof of the existence of a periodic orbit in the Rössler equations, 228-230 [Zbl 0969.34039]
Srzednicki, Roman, On the structure of the Conley index, 231-240 [Zbl 0974.37009]
VanderVorst, R. C. A. M.; van den Berg, J. B., Periodic orbits for fourth order conservative systems and Morse type theory, 241-245 [Zbl 0966.37032]
Wójcik, Klaudiusz; Zgliczyński, Piotr, How to show an existence of homoclinic trajectories using topological tools?, 246-248 [Zbl 0969.34040]
Domoshnitsky, A., Asymptotic properties of second-order functional-differential equations, 251-253 [Zbl 0969.34068]
Domoshnitsky, Alexander; Drakhlin, Michael; Litsyn, Elena, On equations with state-dependent time lags, 254-256 [Zbl 0969.34063]
Hale, Jack K.; Verduyn Lunel, Sjoerd M., Effects of time delays on the dynamics of feedback systems, 257-266 [Zbl 0979.34054]
Wu, Jianhong, Synchronization and phased-locked oscillation: Their connecting orbits and domains of attraction in a neural network with delay, 267-272 [Zbl 0969.34061]
Luzyanina, T.; Engelborghs, K.; Roose, D., Some collocation results on computing periodic solutions of delay differential equations, 273-275 [Zbl 0965.65099]
Fischer, Arthur E.; Moncrief, Vincent, Hamiltonian reduction of Einstein’s equations and the geometrization of three-manifolds, 279-282 [Zbl 0966.37047]
Ševčovič, D.; Mikula, K., Evolution of plane curves driven by a nonlinear function of curvature and anisotropy, 283-285 [Zbl 0969.35084]
Baiti, Paolo; LeFloch, Philippe G.; Piccoli, Benedetto, BV stability via generalized characteristics for nonclassical solutions of conservation laws, 289-294 [Zbl 0968.35074]
Härterich, Jörg, Admissibility of traveling waves for scalar balance laws, 295-297 [Zbl 0980.35100]
Liebscher, Stefan, Shocks with oscillatory tails in systems of viscous hyperbolic balance laws, 298-300 [Zbl 0968.35075]
Liu, Hailiang; Warnecke, Gerald, Initial layer effects and convergence rates for relaxation methods, 301-307 [Zbl 0969.35092]
Liu, Tai-Ping, On recent progress in shock wave theory, 308-314 [Zbl 0967.35091]
Marcati, Pierangelo; Pan, Ronghua, Cauchy problem for compressible Euler equations with damping, 315-317 [Zbl 0969.35103]
Bahouri, Hajer; Chemin, Jean-Yves, Quasilinear wave equations and dispersive effect, 321-326 [Zbl 0968.35077]
Christodoulou, Demetrios, The notion of hyperbolicity for systems of Euler-Lagrange equations, 327-338 [Zbl 0968.35070]
Esquivel-Avila, Jorge A., Bounded solutions and blow-up in nonlinear wave equations, 339-341 [Zbl 0976.35043]
Jochmann, Frank, Asymptotic behaviour of solutions to Maxwell’s equations in arbitrary domains, 342-344 [Zbl 0969.35129]
Schirmer, Pedro Paulo, Strichartz inequalities for the wave equations with a magnetic potential, 345-350 [Zbl 0967.35117]
Stuart, David M. A., Semilinear wave equations on pseudo-Riemannian manifolds: Stability and motion of non-topological solitons, 351-353 [Zbl 0968.35079]
Sushch, Volodymyr, On discrete models of the wave equation, 354-356 [Zbl 0968.35069]
You, Yuncheng, Global dynamics of nonlinear hyperbolic equations with non-monotone damping, 357-359 [Zbl 0969.35096]
Franců, Jan; Krejčí, Pavel, Homogenization of scalar wave equation with hysteresis operator, 363-368 [Zbl 1003.74060]
Visintin, Augusto, P. D. E. s with hysteresis operators, 369-382 [Zbl 0967.35140]
Scarpellini, B., Stability of the magnetic Bénard problem, 385-389 [Zbl 0967.35137]
Schneider, Guido; Wayne, C. Eugene, Counter-propagating waves on fluid surfaces and the continuum limit of the Fermi-Pasta-Ulam model, 390-404 [Zbl 0970.35126]
Slijepčević, S., Extended gradient systems: The energy flow inequalities, 405-407 [Zbl 0968.35021]
Uecker, Hannes, Rolls and modulating multi-pulse solutions in Swift-Hohenberg type of equations, 408-413 [Zbl 0967.35134]
Hadeler, K. P.; Schönfisch, B., Dimer automata and edge processes, 417-422 [Zbl 0966.37044]
Lin, Song-Sun, Lattice dynamical system: Pattern and waves, 423-430 [Zbl 0966.37045]
Seib, Andreas, Differential equations describing the evolution of particle densities for interacting particle systems, 431-433 [Zbl 0962.82044]
Torres, Pedro J., Periodic motions of nonautonomous Toda lattices, 434-436 [Zbl 0969.34037]
Barbarosie, Cristian, Numerical approach to the inverse homogenization problem, 439-441 [Zbl 1010.74051]
Conti, Sergio, Asymptotic self-similarity in a model of branching in microstructured materials, 442-447 [Zbl 1010.74046]
E, Weinan; Yip, Nung Kwan, Continuum limits of step flow models, 448-453 [Zbl 1010.74038]
Mel’nyk, T. A., Spectral problems in a periodic thick multi-structure with concentrated masses, 454-456 [Zbl 0966.35093]
Rieger, Marc Oliver, Time-dependent Young measure solutions for an elasticity equation with diffusion, 457-459 [Zbl 1007.74016]
Sychev, M. A., Existence and relaxation results in the class of anti-plane shear deformations, 460-462 [Zbl 1010.74007]
Toader, Anca-Maria, Constrained Young measures, 463-465 [Zbl 0988.49006]
Ambrosetti, Antonio, Applications of critical point theory to variational problems on \(\mathbb{R}^n\), 469-484 [Zbl 0965.35053]
Boucherif, Abdelkader; Bouguima, Sidi Mohamed, Multipoint boundary value problems, 485-487 [Zbl 0969.34016]
Boyer, Franck, Theoretical and numerical study of multi-phase flows through order parameter formulation, 488-490 [Zbl 0968.35093]
Cabada, Alberto; Habets, Patrick; Pouso, Rodrigo L., Lower and upper solutions for the periodic problem associated with a \(\phi\)-Laplacian equation, 491-493 [Zbl 0969.34017]
Colombo, Giovanni; Goncharov, Vladimir V., The sweeping processes without convexity, 494-496 [Zbl 0969.34057]
Derhab, Mohammed; Bouguima, Sidi Mohammed, On the number of solutions of quasilinear elliptic boundary value problems, 497-499 [Zbl 0969.34018]
Franco, Daniel; Nieto, Juan J., Remarks on a periodic boundary value problem for second order impulsive integro-differential equations, 500-502 [Zbl 0965.45010]
Jolevska-Tuneska, Biljana; Lazov, Petar, Polynomial solutions on matrix differential equation of Riccati type, 503-505 [Zbl 0969.34014]
Kielhöfer, Hansjörg, Pattern formation of minimizing sequences of the stationary Cahn-Hilliard model, 506-511 [Zbl 0966.35047]
Micheletti, A. M.; Saccon, C., Multiple nontrivial solutions for a floating beam equation via critical point theory, 512-513 [Zbl 0969.35131]
Peral, I., Quasilinear elliptic problems in \(\mathbb{R}^N\), 514-516 [Zbl 0964.35045]
Pouso, Rodrigo L., Upper and lower solutions for first order discontinuous BVPs, 517-519 [Zbl 0969.34011]
Rynne, Bryan P., Geometrical properties of the Fučík spectrum of general Sturm-Liouville problems, 520-522 [Zbl 0969.34023]
Skrypnik, I. V., Degree theory for densely defined operators and applications, 523-525 [Zbl 0965.35055]
Stańczy, Robert, The existence of radial, positive solutions for nonlinear elliptic equations in unbounded domains, 526-528 [Zbl 0969.34019]
Bouchekif, Mohammed, On certain quasilinear elliptic equations with indefinite terms, 531-533 [Zbl 0964.35057]
Brenier, Yann, Shortest paths on groups of volume-preserving maps and the hydrostatic limit of the Euler equations, 534-541 [Zbl 0994.76004]
Demoulini, Sophia, Periodic solutions and rigid rotation of the gauged Ginzburg-Landau vortices, 542-544 [Zbl 0969.35122]
Dzhenalieva, Meyramkul, On the heat equation with integral mean-values, 545-547 [Zbl 0968.35054]
Dzhenaliev, Muvasharkhan, The loaded differential equations and their applications, 548-550 [Zbl 0967.35004]
Gastel, Andreas, Existence of equivariant harmonic maps, 551-555 [Zbl 0973.58005]
Florkiewicz, B.; Kuchta, M., Integral inequalities associated with inequalities of Opial type, 556-557 [Zbl 0965.26009]
Kawohl, Bernd, The shape of functions yielding best constants in Sobolev-type inequalities, 558-560 [Zbl 0970.46020]
Nagasawa, Takeyuki; Takagi, Izumi, Closed surfaces minimizing the bending energy under prescribed area and volume, 561-563 [Zbl 1004.74036]
Pacard, Frank, Critical points of the area functional by gluing technics, 564-568 [Zbl 0994.53006]
Salvatore, Addolorata, Multiple solutions for an elliptic equation with non-homogeneous boundary conditions, 569-571 [Zbl 0964.35059]
Sinestrari, Carlo, Convexity estimates for mean curvature flow of mean convex surfaces, 572-574 [Zbl 0979.53077]
Stavrakakis, N. M.; Zographopoulos, N. B., Bifurcation results for quasilinear elliptic systems on \(\mathbb{R}^N\), 575-577 [Zbl 0969.35053]
Wojteczek, Katarzyna, Some general quadratic integral inequalities of the second order, 578-580 [Zbl 0964.26009]
Albano, Paolo; Cannarsa, Piermarco, Propagation of singularities for concave solutions of Hamilton-Jacobi equations, 583-588 [Zbl 0971.49018]
Bardi, Martino; Da Lio, Francesca, Propagation of maxima and strong maximum principle for viscosity solutions of degenerate elliptic equations, 589-591 [Zbl 0968.49020]
Cutrì, Alessandra, On the Liouville property for nonlinear elliptic problems, 592-594 [Zbl 0968.35044]
Capuzzo Dolcetta, I.; Ishii, H., On the rate of convergence in homogenization of Hamilton-Jacobi equations, 595-599 [Zbl 0968.49019]
Ishii, Hitoshi, Almost periodic homogenization of Hamilton-Jacobi equations, 600-605 [Zbl 0969.35018]
Kutev, Nikolai, Gradient estimates, interior gradient blow ups and comparison principle of nonlinear PDE’s, 606-608 [Zbl 0967.35047]
Ragusa, M. A., Solvability of the Dirichlet problem in \(H_0^{1,p,\lambda} (\Omega)\) for a class of linear second-order elliptic partial differential equations, 609-611 [Zbl 0977.35042]
Arrieta, José M., Spectral behavior and upper semicontinuity of attractors, 615-621 [Zbl 0973.37017]
Hale, Jack K., Dissipation and attractors, 622-637 [Zbl 0971.37037]
Karachalios, Nikos I.; Stavrakakis, Nikos M., Asymptotic behavior of some nonlinear dissipative hyperbolic equations on \(\mathbb{R}^N\), 638-640 [Zbl 0985.37088]
Mielke, Alexander, Exponentially weighted \(L^{\infty}\)-estimates and attractors for parabolic systems on unbounded domains, 641-646 [Zbl 0966.37040]
Raugel, Geneviève, Singularly perturbed hyperbolic equations revisited, 647-652 [Zbl 0969.35089]
Valero, José, Global attractors of reaction-diffusion equations without uniqueness, 653-655 [Zbl 0966.37043]
Chepyzhov, Vladimir V., Kolmogorov \(\varepsilon\)-entropy of attractors of non-autonomous evolution equations, 659-664 [Zbl 0974.37052]
Gelfert, Katrin, Hausdorff dimension estimates by use of adapted Carathéodory outer measures and application to invariant sets with an equivariant tangent bundle splitting, 665-667 [Zbl 0976.37008]
Grasselli, Maurizio, Long time behavior in phase-field models with memory, 668-673 [Zbl 0966.37039]
Miranville, Alain, Long time behavior of models of Cahn-Hilliard equations in deformable continua, 674-679 [Zbl 0966.37041]
Prouse, Giovanni, Existence, uniqueness and asymptotic behaviour of the solutions of nonlinear hyperbolic equations, 680-683 [Zbl 0966.37042]
Schmalfuss, Björn, Attractors for the non-autonomous dynamical systems, 684-689 [Zbl 0971.37038]
Vishik, Mark I., Non-autonomous evolution equations and their attractors, 690-703 [Zbl 0980.37030]
Zelik, S. V., The attractor for a nonlinear reaction-diffusion system in an unbounded domain and Kolmogorov’s \(\varepsilon\)-entropy, 704-708 [Zbl 0981.37033]
Chueshov, Igor, Order-preserving random dynamical systems generated by a class of coupled stochastic semilinear parabolic equations, 711-716 [Zbl 0976.37029]
Mierczyński, Janusz, The principal spectrum for linear nonautomous parabolic PDEs of second order, 717-721 [Zbl 0965.35102]
Poláčik, Peter, Stable subharmonic solutions of reaction-diffusion equations, 722-725 [Zbl 0971.35041]
Abdulla, Ugur G., On the Dirichlet problem for the nonlinear parabolic equations in non-smooth domains, 729-731 [Zbl 0968.35065]
Arnold, Anton; Carlen, Eric, A generalized Bakry-Emery condition for non-symmetric diffusions, 732-734 [Zbl 0967.35057]
Büger, Matthias, Periodic orbits and attractors for autonomous reaction-diffusion systems, 735-737 [Zbl 0973.35039]
Carbou, Gilles; Fabrie, Pierre, Recent results in micromagnetism, 738-740 [Zbl 0968.35112]
Fila, Marek; Matano, Hiroshi, Connecting equilibria by blow-up solutions, 741-743 [Zbl 0969.35082]
Matos, Júlia, Unfocused blow up in semilinear parabolic equations, 744-746 [Zbl 0969.35083]
Morita, Yoshihisa, Collision of layers in a scalar reaction-diffusion equation of 1-space dimension, 747-749 [Zbl 0968.35062]
Do Nascimento, Arnaldo Simal, Formation of stable inner layers in diffusion equations: Necessary and sufficient conditions, 750-752 [Zbl 0969.35081]
Prizzi, Martino; Rybakowski, Krzysztof P., Dynamics on thin domains, 753-759 [Zbl 0963.35084]
Yanagida, Eiji, Reaction-diffusion systems with skew-gradient structure, 760-765 [Zbl 0968.35057]
Afendikov, Andrei; Mielke, Alexander, Multi-pulse solutions in problems with reflection symmetry in cylindrical domains, 769-771 [Zbl 0971.35039]
Anguelov, Roumen; Lubuma, Jean M.-S., On the mathematical foundation of the nonstandard finite difference method, 772-774 [Zbl 0965.65100]
Doelman, Arjen; Eckhaus, Wiktor; Kaper, Tasso J., A note on two pulse solutions in the 1-D Gray-Scott model, 775-780 [Zbl 0973.34028]
Doelman, Arjen; Gardner, Robert A.; Kaper, Tasso J., The stability of large pulse solutions in the generalized Gierer-Meinhardt equation, 781-786 [Zbl 0967.35017]
Gallay, Thierry, Convergence to travelling waves damped hyperbolic equations, 787-793 [Zbl 0969.35094]
Ikeda, Hideo, Global structure of travelling waves for 3 competing species model with diffusion, 794-796 [Zbl 1018.34037]
Sandstede, Björn; Scheel, Arnd, Absolute and convective stability in large domains, 797-800 [Zbl 1004.35019]
Schneider, Guido, Weak hyperbolicity and traveling waves, 801-806 [Zbl 1014.35009]

00B25 Proceedings of conferences of miscellaneous specific interest
34-06 Proceedings, conferences, collections, etc. pertaining to ordinary differential equations
35-06 Proceedings, conferences, collections, etc. pertaining to partial differential equations
37-06 Proceedings, conferences, collections, etc. pertaining to dynamical systems and ergodic theory
47-06 Proceedings, conferences, collections, etc. pertaining to operator theory