CHAOS 15, 023108 共2005兲 Meanders and reconnection–collision sequences in the standard nontwist map A. Wurm, A. Apte, K. Fuchss, and P. J. Morrison Department of Physics and Institute for Fusion Studies, The Univer

Source URL: home.icts.res.in

• Dynamical systems
• Orbits
• Bifurcation theory
• Homoclinic orbit
• Elliptic orbit
• Rotation number
• Magnetic reconnection
• Hyperbolic trajectory

Computational Bifurcation and Stability Studies of the 8:1 Thermal Cavity Problem Andrew G. Salinger1, Richard B. Lehoucq2, Roger P. Pawlowski1, John N. Shadid1 Keywords: Bifurcations, Stability, Eigenvalues, Parallel Co

Source URL: www.cs.sandia.gov

CHAOS VOLUME 13, NUMBER 2 JUNE 2003

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• Dynamical systems
• Nonlinear systems
• Bifurcation theory
• Orbit
• Chaos theory
• Critical point
• Winding number

CHAOS 16, 033120 共2006兲 Breakup of shearless meanders and “outer” tori in the standard nontwist map K. Fuchss Department of Physics and Institute for Fusion Studies, The University of Texas at Austin,

Source URL: home.icts.res.in

• Theoretical physics
• Bifurcation theory
• Scale invariance
• Orbit
• Physics

474 Genome Informatics 13: 474–Bifurcation Diagram Analyzer for Differential Equations of Biological Models

Source URL: www.jsbi.org

• Bifurcation theory
• Nonlinear systems
• Systems theory
• Systems science
• Physics
• Dynamical systems
• Chaos theory
• Bifurcation diagram
• Differential equation
• Biological applications of bifurcation theory
• Cellular model

Multiple Spike Time Patterns Occur at Bifurcation Points of Membrane Potential Dynamics J. Vincent Toups1, Jean-Marc Fellous2, Peter J. Thomas3,4*, Terrence J. Sejnowski5,6, Paul H. Tiesinga1,7 1 Computational Neurophysi

Source URL: amygdala.psychdept.arizona.edu

Neurocomputing 52– – 961 www.elsevier.com/locate/neucom Reliability and bifurcation in neurons driven by multiple sinusoids
Peter J. Thomasa; b;∗ , Paul H.E. Tiesingaa; b; c ,

Source URL: amygdala.psychdept.arizona.edu

Keynote Recent Advances of Bifurcation and Chaos Theory of Renewable Energy and Power Systems. Prof. Ahmad Harb, German Jordanian University, Jordan Abstract Bifurcation theory was introduced into nonlinear dynamics by a

Source URL: 2014.irec-conference.com

Eigenvalue (bifurcation) buckling analysis is useful for finding the load factor and corresponding buckling shape for a given set of loads and constraints. Parts are modeled in StressCheck using 3D solid or shell element

Source URL: esrd.com

International Journal of Bifurcation and Chaos, Vol. 17, No–2463 c World Scientific Publishing Company
SPECTRAL METHODS CLUSTER WORDS OF THE SAME CLASS IN A SYNTACTIC

Source URL: www.guidocaldarelli.com