Results 41 to 50 of about 7,423,126 (192)
Quasi-periodic oscillations of a neuron equation with two delays
The dynamics of a generalized impulse neuron equation with two delays is studied. A local analysis of a loss of stability for a nonzero equilibrium state has been made.
S. D. Glyzin, E. O. Ovsyannikova
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Normal form of double-Hopf singularity with 1:1 resonance for delayed differential equations
In this manuscript, we provide a framework for the double-Hopf singularity with 1:1 resonance for general delayed differential equations (DDEs). The corresponding normal form up to the third-order terms is derived.
Xiaoqin P. Wu, Liancheng Wang
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Normal Form Structures in Extensive Form Games [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Mailath, George J. +2 more
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Normalization of equation with linear distributed delay
Some properties of the dynamics of a differential equation with the linear distributed delay is studied. In critical cases, which all have an infinite dimension, special equations - normal forms - were built.
I. S. Kashchenko
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Periodic cycles in the Solow model with a delay effect
The three natural modifications of the known mathematical macroeconomics model of macroeconomics are studied in which a delay factor is presumed. This led to the replacement of the ordinary differential equation, which cannot exhibit periodic cycles on ...
Anatolij Kulikov +2 more
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The quantization of the classical two-dimensional Hamiltonian systems
The paper considers the class of Hamiltonian systems with two degrees of freedom. Based on the classical normal form, according to the rules of Born-Jordan and Weyl-MacCoy, its quantum analogs are constructed for which the eigenvalue problem is solved ...
Irina N. Belyaeva
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Normal Form and Solitons [PDF]
32 pages, AMSLaTeX, 8 ...
Hiraoka, Y., Kodama, Y.
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Singular normal form for the Painlev\'e equation P1
We show that there exists a rational change of coordinates of Painlev\'e's P1 equation $y''=6y^2+x$ and of the elliptic equation $y''=6y^2$ after which these two equations become analytically equivalent in a region in the complex phase space where $y ...
Arnold V I +9 more
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This paper presents a mathematical model of the cardiovascular system (CVS) designed to simulate both normal and pathological conditions within the systemic circulation.
Dulce A. Serrano-Cruz +4 more
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In this paper we construct an $O(2)$-equivarint Hopf bifurcation normal form for a model of a nonlinear optical system with delay and diffraction in the feedback loop whose dynamics is governed by a system of coupled quasilinear diffusion equation and ...
Stanislav Budzinskiy, Alexander Razgulin
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