- Periods of discretized linear Anosov maps
- Generic Hopf bifurcation from lines of equilibria without parameters: II. Systems of viscous hyperbolic
- Bifurcations from homoclinic orbits to non-hyperbolic equilibria in reversible lattice
- Homoclinic period blow-up and the detection of multipulse solutions in lattice differential
- Stabilit at von Entkopplungsph anomenen in Systemen gekoppelter symmetrischer
- AN ALGORITHM FOR THE COMPUTATION OF MELNIKOV FUNCTION OF A PLANAR A. AZOUANI*, M. BELHAQ**
- October 24, 2003 21:44 WSPC/Trim Size: 9in x 6in for Proceedings procs2 DYNAMICS ON DIFFERENT TIME SCALES IN THE
- Non-periodicity in chemostat equations: a multi-dimensional negative Bendixson-Dulac criterion
- Zentrumsmannigfaltigkeiten in Reaktions-Diffusions-Systemen auf
- A Lyapunov function for tridiagonal competitivecooperative Bernold Fiedler
- The shape of profiles exhibiting blow up in forward and backward time
- Spiralwellen in Reaktions-Di usions-Systemen Das reduzierte Vektorfeld
- Local identification of scalar hybrid models with tree structure
- z = g(, |z|2 )z + ih(, |z|2
- Structural Stability of Travelling Waves in an Integrodifferential Equation
- Mathematisches Forschungsinstitut Oberwolfach Report No. 26/2009
- Large patterns of elliptic systems in infinite Bernold Fiedler, Arnd Scheel
- Advances Di#erential Equations Volume Number November Pages 1377--1408 QUANTITATIVE HOMOGENIZATION ANALYTIC
- Quantitative homogenization of global attractors for hyperbolic wave equations
- Beim Fachbereich Mathematik und Physik der Freien Universitat Berlin eingereichte Dissertation
- Generic Hopf bifurcation from lines of equilibria without parameters: I. Theory
- Takens-Bogdanov bifurcations without parameters, and oscillatory shock profiles
- Spatio-Temporal Dynamics of Reaction-Diffusion Patterns Dedicated to Willi Jager on the occasion of his sixtieth birthday
- Bifurcations without parameters: some ODE and PDE examples
- EXISTENCE OF STEADILY ROTATING SPIRAL WAVES BERNOLD FIEDLER, JONG-SHENQ GUO, AND JE-CHIANG TSAI
- Plane Kolmogorov flows and Takens-Bogdanov bifurcation without parameters
- Connectivity and Design of Planar Global Attractors of Sturm Type. I: Bipolar Orientations and Hamiltonian Paths
- Connectivity and Design of Planar Global Attractors of Sturm Type. III: Small and Platonic Examples
- Review of Nonlinear Dynamics and Complexity. Edited by Heinz Georg Schuster Copyright 2008 WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim
- ARTICLE IN PRESS Phil. Trans. R. Soc. A
- Effect of quasi-periodic gravitational modulation on the convective instability in Hele-Shaw cell
- Multiplicity results of a Neumann Problem for p(x)-Laplacian Systems
- Stabilitat von Entkopplungsphanomenen in Systemen gekoppelter symmetrischer
- Stable, Oscillatory Viscous Profiles of Weak Shocks in Systems of Stiff Balance Laws
- Bifurcation and Stability Properties of Periodic Solutions to Two Nonlinear
- Spiralwellen in Reaktions-Diffusions-Systemen Das reduzierte Vektorfeld
- Bifurcations from localized steady states to generalized breather solutions in the
- The Dynamical Behaviour near Solitary Waves in Hamiltonian Lattice Differential Equations
- Grow-Up Solutions and Heteroclinics to Infinity for Scalar
- Connectivity and Design of Planar Global Attractors of Sturm Type. II: Connection Graphs
- GEOMETRIC SINGULAR PERTURBATION ANALYSIS OF THE YAMADA MODEL y
- Realization of meander permutations by boundary value problems
- Figure 1: Spiral wave patterns (model see section 6). Shown on the left is a rigidly rotating spiral wave with parameters as in section 6, on the right is a
- Stable, Oscillatory Viscous Profiles of Weak Shocks in Systems of Sti# Balance Laws
- Global pathfollowing of homoclinic orbits in twoparameter flows
- DIPLOMARBEIT Takens Bogdanov Verzweigung
- Coalescence of reversible homoclinic orbits causes elliptic resonance 1
- Generic Hopf bifurcation from lines of equilibria without parameters
- Quantitative homogenization of global attractors for reaction-di usion systems
- This thesis presents a dynamical systems approach for handling uniqueness problems in nonautonomous planar systems. The method
- A class of convergent neural network dynamics Bernold Fiedler
- Heteroclinic orbits of semilinear parabolic Bernold Fiedler
- Bifurcations without parameters: some ODE and PDE examples
- Basins of attraction in strongly damped coupled mechanical oscillators
- EXISTENCE OF STEADILY ROTATING SPIRAL WAVES BERNOLD FIEDLER, JONGSHENQ GUO, AND JECHIANG TSAI
- Beyond the odd number limitation: a bifurcation analysis of time-delayed feedback control
- Local identification of scalar hybrid models with tree structure
- and hence is a square root of the involution ^ = (2 10) (3 9) (4 8) (5 7). Therefore must consist of 4-cycles. Since preserves parity mod 2, like any dissipative meander, the 4-cycles
- Generic Hopf bifurcation from lines of equilibria without parameters
- ENOC 2008, Saint Petersburg, Russia, June, 30July, 4 2008 TIME-DELAYED FEEDBACK CONTROL
- Generic Hopf bifurcation from lines of equilibria without parameters: II. Systems of viscous hyperbolic
- Generic Hopf bifurcation from lines of equilibria without parameters: I. Theory
- CALCULUS ON THE SIERPINSKI GASKET II: POINT SINGULARITIES, EIGENFUNCTIONS, AND
- Takens-Bogdanov bifurcations without parameters, and oscillatory shock pro les
- Travelling Waves in Systems of Hyperbolic Balance Laws
- Interaction of Homoclinic Solutions and Hopf Points in Functional Differential Equations of
- Global dynamics of blow-up profiles in one-dimensional reaction diffusion equations
- Advances in Differential Equations Volume 6, Number 11, November 2001, Pages 13771408 QUANTITATIVE HOMOGENIZATION OF ANALYTIC
- Morse saddle. Obviously there is only one bounded face F: the interior of the n-gon. The boundary F is the 1-skeleton G.
- Spiral wave dynamics: reaction and diffusion versus kinematics
- DISSERTATION Singularly Perturbed Laser Equations -
- Zentrumsmannigfaltigkeiten in ReaktionsDi#usionsSystemen auf
- The shape of profiles exhibiting blow up in forward and backward time
- Travelling Waves in Systems of Hyperbolic Balance Laws
- The pages 14 are title pages that will be provided by the publisher. Therefore, the table of contents starts on page V.
- HopfBifurcation in Systems with spherical Symmetry: Invariant Tori and connecting Orbits
- Quantitative homogenization of global attractors for hyperbolic wave equations
- Orbit equivalence of global attractors of semilinear parabolic differential equations
- Normal forms, resonances, and meandering tip motions
- Exponential Dichotomies and Transversal Homoclinic Points in Functional Differential
- Spatio-Temporal Dynamics of Reaction-Di usion Patterns Dedicated to Willi Jager on the occasion of his sixtieth birthday
- Exponential Dichotomies and Transversal Homoclinic Points in Functional Di#erential
- Refuting the odd number limitation of time-delayed feedback control B. Fiedler,1
- EVOLUTION OF CONVEX LENS-SHAPED NETWORKS UNDER CURVE SHORTENING FLOW
- 1ire Rencontre-Workshop de Vibration et Acoustique Marrakech, 30 Juin-01 Juillet 2011 Mot des organisateurs
- Bernhard Brehm Topological Stable Manifold
- Ghoussoub's self-dual variational principle Hannes Stuke
- Boundaries of bounded unstable manifolds in gradient Sturm systems
- A PERMUTATION CHARACTERIZATION OF STURM GLOBAL ATTRACTORS OF HAMILTONIAN TYPE
- STURM GLOBAL ATTRACTORS FOR S1-EQUIVARIANT PARABOLIC EQUATIONS
