Calculating Lyapunov Value for the Logistic Equation with Rapidly Oscillating Delay
We consider the local dynamic of the logistic equation with rapidly oscillating timeperiodic piecewise constant or piecewise linear coefficient of delay.
N. D. Bykova
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Automated Modeling of Clinical Narrative with High Definition Natural Language Processing Using Solor and Analysis Normal Form. [PDF]
Resnick MP +5 more
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Oscillations in Arrays of Nonlinear Elements in the Scott Experiment
Bifurcation analysis of dynamic system modeling the array of coupled ocillators in the experience of Scott are presented. The non-resonant cases are considered.
A. S. Bobok, S. D. Glyzin
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A Structural Entropy Measurement Principle of Propositional Formulas in Conjunctive Normal Form. [PDF]
Zhang Z, Xu D, Zhou J.
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Strongly Rational Sets for Normal-Form Games [PDF]
Curb sets [Basu and Weibull, Econ. Letters 36 (1991), 141-146] are product sets of pure strategies containing all individual best-responses against beliefs restricted to the recommendations to the remaining players.
Grandjean Gilles +2 more
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Bifurcation analysis and dynamics of a Lorenz –type dynamical system
./files/site1/files/0Abstract1.pdfIn this paper we consider a continues Lorenz – type dynamical system. Dynamical behaviors of this system such as computing equilibrium points, different bifurcation curves and computation of normal form coefficient of ...
Behnaz Rahmani +3 more
doaj
Refinements of Rationalizability for Normal-Form Games [PDF]
In normal-form games, rationalizability (Bernheim [3], Pearce [11]) on its own fails to exclude some very implausible strategy choices. Three main refinements of rationalizability have been proposed in the literature: cautious, perfect, and proper ...
Herings, P.J.J., Vannetelbosch, V.
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Hopf-pitchfork bifurcation of coupled van der Pol oscillator with delay
In this paper, the Hopf-pitchfork bifurcation of coupled van der Pol with delay is studied. The interaction coefficient and time delay are taken as two bifurcation parameters.
Yuting Cai, Chunrui Zhang
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Slightly Altruistic Equilibria in Normal Form Games [PDF]
We introduce a refinement concept for Nash equilibria (slightly altruistic equilibrium) defined by a limit process and which captures the idea of reciprocal altruism as presented in Binmore (2003).
Giuseppe De Marco, Jacqueline Morgan
core
Local analytic integrability for a class of degenerate planar vector fields
Using the normal form theory and the existence of an algebraic inverse integrating factor we characterize the local analytic integrability of the systems whose quasi-homogeneous leading term is a1y3+a2x3y,b1x5+b2x2y2 $\left({a}_{1}{y}^{3}+{a}_{2}{x}^{3}y,
Algaba Antonio +2 more
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