Topics in functional differential and difference equations. Papers of the conference on functional differential and difference equations, Lisbon, Portugal, July 26--30, 1999 (Q5931356)
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scientific article; zbMATH DE number 1590934
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| English | Topics in functional differential and difference equations. Papers of the conference on functional differential and difference equations, Lisbon, Portugal, July 26--30, 1999 |
scientific article; zbMATH DE number 1590934 |
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Topics in functional differential and difference equations. Papers of the conference on functional differential and difference equations, Lisbon, Portugal, July 26--30, 1999 (English)
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24 April 2001
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The articles of this volume will be reviewed individually. Indexed articles: \textit{Amraoui, S.; Lalaoui Rahali, S.}, Monotonicity for some reaction-diffusion systems with delay and Dirichlet boundary conditions, 1-10 [Zbl 0983.35145] \textit{Anashkin, Oleg V.}, Lyapunov's direct method and parametric resonance in linear systems with delay, 11-18 [Zbl 1007.34070] \textit{Arino, Ovide; Sánchez, Eva; Fathallah, Ashraf}, State-dependent delay differential equations in population dynamics: Modeling and analysis, 19-36 [Zbl 1002.34073] \textit{Bátkai, András; Piazzera, Susanna}, Damped wave equations with delay, 31-61 [Zbl 0979.47024] \textit{Bachar, M.; Magal, P.}, Existence of periodic solutions for a class of delay differential equations with impulses, 37-49 [Zbl 0989.34058] \textit{Bouzahir, Hassane; Ezzinbi, Khalil}, Global attractor for a class of partial functional differential equations with infinite delay, 63-71 [Zbl 0995.34075] \textit{Ceppitelli, Rita; Faina, Loris}, Differential equations with hereditary structure induced by a Volterra type property, 73-91 [Zbl 0988.34049] \textit{Derfel, G.; Vogl, F.}, Asymptotic analysis of binomial recurrences, 93-104 [Zbl 0982.05011] \textit{Fichmann, L.; Oliva, W. M.}, Collision of global orbits in \(C^\infty\) retarded functional differential equations, 106-112 [Zbl 0993.34063] \textit{Fichmann, L.; Oliva, W. M.}, One-to-oneness and hyperbolicity, 113-131 [Zbl 1006.37046] \textit{Fitzgibbon, W. E.; Langlais, M.; Morgan, J. J.}, Modeling the spread of Feline Leukemia Virus in heterogeneous habitats, 133-146 [Zbl 1004.92033] \textit{Giannakopoulos, Fotios; Hauptmann, Christian; Zapp, Andreas}, Bursting activity in a model of a neuron with recurrent synaptic feedback, 147-159 [Zbl 0984.34070] \textit{Grove, E. A.; Kent, C.; Ladas, G.; Radin, M. A.}, On \(x_{n+1}=\max \{\frac{1}{x_n},\frac{A_n}{x_{n-1}}\}\) with a period 3 parameter, 161-180 [Zbl 0980.39012] \textit{Győri, István; Hartung, Ferenc}, Stability in delay perturbed differential and difference equations, 181-194 [Zbl 0990.34066] \textit{Hale, Jack K.}, Some problems in FDE, 195-222 [Zbl 0984.34061] \textit{an der Heiden, Uwe}, Nonlinear feedback systems with memory: From 0th to higher order, discrete and continuous, 223-234 [Zbl 1007.34073] \textit{Huang, Lihong; Wu, Jianhong}, Dynamics of inhibitory artificial neural networks with threshold nonlinearity, 235-243 [Zbl 0973.92002] \textit{Huang, Wenzhang}, Dimension of space of solutions for a linear nonautonomous infinite delay differential equation, 245-265 [Zbl 0988.34050] \textit{Krisztin, Tibor}, Unstable sets of periodic orbits and the global attractor for delayed feedback, 267-296 [Zbl 0988.34058] \textit{Litsyn, Elena; Nepomnyashchikh, Yurii V.; Ponosov, Arcady}, Uniform exponential stability of controlled quasilinear systems and functional differential equations, 297-306 [Zbl 0989.93075] \textit{Nakagiri, Shin-ichi}, Finite pole assignment of retarded dynamical systems in Hilbert spaces, 307-320 [Zbl 0983.93059] \textit{Verduyn Lunel, Sjoerd M.}, Inverse problems for nonself-adjoint evolutionary systems, 321-347 [Zbl 1024.47020] \textit{Walther, Hans-Otto}, Contracting return maps for some delay differential equations, 349-360 [Zbl 0996.34060] \textit{Weedermann, Marion}, Normal forms for neutral functional differential equations, 361-368 [Zbl 0989.34060] \textit{Wirsching, Günther J.}, A functional differential equation and \(3n+1\) dynamics., 369-378 [Zbl 1064.11008]
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Conference
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Proceedings
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Functional differential equations
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Functional difference equations
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Lisbon (Portugal)
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