Results 231 to 240 of about 151,279 (283)
Soliton dynamics and stability analysis of a double-chain DNA model with various chaos detection tools. [PDF]
Sci RepUllah MS, Akter R.
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Time after time - circadian clocks through the lens of oscillator theory. [PDF]
FEBS LettDel Olmo M, Ector C, Herzel H.
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Advanced nonlinear dynamics and bifurcation structures in multi-coupled oscillators using a powerful non-perturbative framework. [PDF]
Sci RepMoatimid GM, Mohamed YM, Abohamer MK.
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Sensitivity characteristics of the Hirota-Maccari system in nonlinear materials. [PDF]
Sci RepKhater MMA, Alfalqi SH, Vokhmintsev A.
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SIAM Review, 1989
The careful observation of the dynamics of a kite in flight hints at the possibility of multiple equilibrium states. An application of bifurcation theory to a simplified model of kite flight bears out this assertion by proving the existence of a limit point bifurcation in the wind velocity/kite string angle ...
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The careful observation of the dynamics of a kite in flight hints at the possibility of multiple equilibrium states. An application of bifurcation theory to a simplified model of kite flight bears out this assertion by proving the existence of a limit point bifurcation in the wind velocity/kite string angle ...
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On the theory and application of the Hopf-Friedrichs bifurcation theory
Archive for Rational Mechanics and Analysis, 1976\textit{E. Hopf} [Ber. Verh. Sächs. Akad. Wiss. Leipzig. Math. Nat. Kl. 95, 3-22 (1943; Zbl 0063.03267)] wies für ein \(n\)-dimensionales reelles autonomes System erster Ordnung (*) \(dx/dt=F(x,\epsilon )\), das von reellem \(\epsilon\) abhängt und den kritischen Punkt \(a^{\epsilon }\) hat, Bifurkation einer nichtkonstanten periodischen Lösung vom ...
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A Statistical Theory for Imperfect Bifurcation
SIAM Journal on Applied Mathematics, 1982An “honest” statistical method is presented to analyze the effects of imperfections and other disturbances on the bifurcation of solutions of nonlinear problems. First, uniformly valid asymptotic approximations of the solutions are obtained for any realization of the imperfections.
Watson, John G., Reiss, Edward L.
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2015
Bifurcation means a structural change in the orbit of a system. The bifurcation of a system had been first reported by the French mathematician Henri Poincare in his work. The study of bifurcation is concerned with how the structural change occurs when the parameter(s) are changing.
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Bifurcation means a structural change in the orbit of a system. The bifurcation of a system had been first reported by the French mathematician Henri Poincare in his work. The study of bifurcation is concerned with how the structural change occurs when the parameter(s) are changing.
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