Combinatorics of the Kneading Map - Bruin (1994)(Correct)(3 citations)
to the diagonal, we have an almost saddle node bifurcation, see e.g. B1]In that case n =S l for
geometric viewpoint, the tower is important because it sheds light on the image of the central branch of www.math.rug.nl/~bruin/Papers/bifur95.ps
Physica D 166 (2002) 131--146 - Bifurcation Analysis Of(Correct)
Physica D 166 (2002) 131-146 Bifurcation analysis of a class of first-order nonlinear
partial derivative of the function f with respect to itsith argument (i 1, 2)evaluated at (0, 0)
of a particle in an overdamped bistable symmetric potential known as the "standard quartic" potential, with www.science.uottawa.ca/~alongtin/enso02.pdf
Gain Scheduling using Chaos Theory - Mayank Amin(Correct)
IR 1) Submitted to International Journal of Bifurcation and Chaos. where x(t) y(t) q(t)0
to many practical engineering applications due to its relative ease of design (Lawrence et al.1993]
[Chen et al.1996]Wu et al.1996]One potential utilization of anticontrol [Vanecek et al. www.ece.umn.edu/users/mamin/Chaos.ps
A Second-order Approximated Map for the.. - Olivar, Fossas, Batlle(Correct)
LC Gamma k 2 15.00 23.75 32.50 41.25 50.00 bifurcation parameter: VIN 11.50 12.06 12.62 13.19 13.75
converter working in continuous conduction mode. Its block diagram is depicted in Fig. 1. Components anduril.eupvg.upc.es/~gerard/saaei002.ps
The Quasi-periodic Centre-saddle Bifurcation - Hanßmann (1996)(Correct)
The Quasi-periodic Centre-saddle Bifurcation Heinz Hanmann Institut fur Reine und
invariant tori. With a KAM-theoretic approach it is shown that both the normally parabolic tori and mpej.unige.ch/mp_arc/c/96/96-532.ps.gz
Onset of Oscillatory Instabilities Under Stochastic Modulation - Drolet, Viñals(Correct)
component in both the control parameter of the bifurcation and in the modulation amplitude. Stability
in the standing wave regime is shifted from its deterministic location, and the region of primary
Merck Phase V. In this system, an electrostatic potential difference applied across the experimental cell www.scri.fsu.edu/~vinals/fd1.ps
Prediction of Chaotic Time Series with Neural Networks - Jose Principe Alok (1992)(Correct)(1 citation)
dynamic modeling"accepted by Int'l Journal of Bifurcation and Chaos. 9] D.E. Rumelhart, J.L.
the complexity of the EEG signal and correlate it with behavior states. It is too early to know the
is worth noting that dynamical modeling has the potential to enhance our understanding about brain www.cnel.ufl.edu/bib/pdf_papers/principe92ndb.pdf
Remarks on Food Chain Dynamics - Kuznetsov, Rinaldi (1995)(Correct)(1 citation)
real motion in the slow-fast system can be either cyclic or chaotic. In some of the papers devoted to
in this paper. The study is carried out through bifurcation analysis, alternating between a normal form www.cwi.nl/ftp/CWIreports/AM/AM-R9513.ps.Z
International Journal of Bifurcation and Chaos, Vol.. - World Scientific..(Correct)
International Journal of Bifurcation and Chaos, Vol. 11, No. 4 (2001) 999-1018 c
is considered a typical feature of the system and its flexibility to the external inputs [Chua et al.
two permanent magnets are used to adjust the potential function to a double well shape. The single www-lab23.kuee.kyoto-u.ac.jp/hikihara/IJBC01-04-hik.pdf
Computation of the simplest normal forms with perturbation.. - Yu(Correct)
equations, in particular, for stability and bifurcation analysis. Recently, many researchers have paid
greatly simplify the dynamical analysis. However, it has been found that conventional normal forms (CNF) pyu1.apmaths.uwo.ca/~pyu/pub/preprints/SNF_UF_0.ps