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On some open problems in planar differential systems and Hilbert's 16th problem
J Giné - Chaos, Solitons & Fractals, 2007 - Elsevier
This review paper contains a brief summary of topics and concepts related with some open
problems of planar differential systems. Most of them are related with 16th Hilbert problem …
problems of planar differential systems. Most of them are related with 16th Hilbert problem …
A survey of isochronous centers
J Chavarriga, M Sabatini - Qualitative theory of dynamical systems, 1999 - Springer
Св и з зйжк н л к в гк жк л г и ж зйаиз г и в в и зий н г зг жгвгйз ви жз г к игж Ќ а з в и да в К
Ь з д д ж гвз зиз г илг д жизК Св и Ќжзи гв Дз и гвз Оп ЕИ л ж к л згб в ж а и в ей з и и джгк …
Ь з д д ж гвз зиз г илг д жизК Св и Ќжзи гв Дз и гвз Оп ЕИ л ж к л згб в ж а и в ей з и и джгк …
On the period function of Liénard systems
M Sabatini - journal of differential equations, 1999 - Elsevier
We study the period functionTof a centerOof a Liénard system. A sufficient condition for the
monotonicity ofT, or for the isochronicity ofO, is given. Such a condition is also necessary …
monotonicity ofT, or for the isochronicity ofO, is given. Such a condition is also necessary …
A new method to determine isochronous center conditions for polynomial differential systems
Y Liu, W Huang - Bulletin des sciences mathematiques, 2003 - Elsevier
The computation of period constants is a way to study isochronous center for polynomial
differential systems. In this article, a new method to compute period constants is given. The …
differential systems. In this article, a new method to compute period constants is given. The …
Isochronous centers of a linear center perturbed by fourth degree homogeneous polynomial
In this work we study isochronous centers of two-dimensional autonomous system in the
plane with linear part of center type and non-linear part given by homogeneous polynomials …
plane with linear part of center type and non-linear part given by homogeneous polynomials …
[HTML][HTML] Isochronous centers of a linear center perturbed by fifth degree homogeneous polynomials
J Chavarriga, J Giné, IA Garcıa - Journal of Computational and Applied …, 2000 - Elsevier
In this work we study isochronous centers of two-dimensional autonomous system in the
plane with linear part of center type and nonlinear part given by homogeneous polynomials …
plane with linear part of center type and nonlinear part given by homogeneous polynomials …
The monotonicity of period function for codimension four quadratic system Q4
Y Zhao - Journal of Differential Equations, 2002 - Elsevier
In this paper, we study the codimension four quadratic system Q4: ż=− iz+ 4z2+ 2∣ z∣
2+(b+ ic) z̄2, where b and c are real constants, i2=− 1, z= x+ iy,∣ b+ ic∣= 2. It is proved …
2+(b+ ic) z̄2, where b and c are real constants, i2=− 1, z= x+ iy,∣ b+ ic∣= 2. It is proved …
On integrability of differential equations defined by the sum of homogeneous vector fields with degenerate infinity
The paper deals with polynomials systems with degenerate infinity from different points of
view. We show the utility of the projective techniques for such systems, and a more detailed …
view. We show the utility of the projective techniques for such systems, and a more detailed …
Linearizability conditions for Lotka–Volterra planar complex cubic systems
In this paper, we investigate the linearizability problem for the two-dimensional planar
complex system. The necessary and sufficient conditions for the linearizability of this system …
complex system. The necessary and sufficient conditions for the linearizability of this system …
[PDF][PDF] Some open problems related to 16th Hilbert problem
J Chavarriga, M Grau - Sci. Ser. A Math. Sci.(NS), 2003 - Citeseer
This article contains a brief summary of the topics and concepts related to 16b Hilbert
problem which refers to the existence of a bound on the number of limit cycles of a …
problem which refers to the existence of a bound on the number of limit cycles of a …