CENTERS OF SOME CUBIC SYSTEMS
被引量：2
CENTERS OF SOME CUBIC SYSTEMS
摘要
We solve the l:-l resonant center problem for two cubic systems with complex coefficients.
We solve the l:-l resonant center problem for two cubic systems with complex coefficients.
同被引文献24
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1Dumitru Cozma.The Problem of the Centre for Cubic Systems with Two Parallel Invariant Straight Lines and One Invariant Conic[J]. Nonlinear Differential Equations and Applications NoDEA . 2009 (2)
-
2Dumitru Cozma,Alexandru ?ub?.Partial integrals and the first focal value in the problem of centre[J]. Nonlinear Differential Equations and Applications NoDEA . 1995 (1)
-
3Y.L.Bondar,A.P.Sadovskii.Variety of the center and limit cycles of a cubic system,which is reduced to Linard form. Bull.Acad.Sci.of Moldova,Mathematics . 2004
-
4X.Chen,V.G.Romanovski.Linearizability conditions of time-reversible cubic systems. Journal of Mathematical . 2010
-
5C.Christopher,J.Llibre,C.Pantazi,X.Zhang.Darboux integrability and invariant algebraic curves for planar polynomial systems. Journal of Physics A Mathematical and General . 2002
-
6D.Cozma,A.S?uba?.The solution of the problem of center for cubic differential systems with four invariant straight lines. Scientific Annals of the"Al.I.Cuza"University(Romania),Mathematics . 1998
-
7R.E.Kooij.Cubic systems with four line invariants,including complex conjugated lines. Dif-ferential Equations Dynam.Systems . 1996
-
8V.Levandovskyy,A.Logar,V.G.Romanovski.The cyclicity of a cubic system. Open Systems&Information Dynamics . 2009
-
9V.Levandovskyy,V.G.Romanovski,D.S.Shafer.The cyclicity of a cubic system with nonra-dical Bautin ideal. Journal of Differential Equations . 2009
-
10K.S.Sibirskii.On the number of limit cycles in the neighborhood of a singular point. Diffe-rentsial’nye Uravneniya . 1965
-
1Muhammed I. Syam 1, Hani I. Siyyam 2, Qassem Al_Moudalal 1 (1 Department of Mathematics, Yarmouk University, Irbid_Jordan,2 Department of Mathematical Science, Jordan University of Science and Technology, Irbid_Jordan) (Communicated b.NUMERICAL METHOD FOR SOLVING LINEAR BOUNDARY VALUE PROBLEMS BY THE CHEBYSHEV τ-METHOD[J].Applied Mathematics and Mechanics(English Edition),1999,20(8):52-58.
-
2桂祖华.NEWTON'S THEOREM WITH RESPECT TO A LOT OFCENTERS AND THEIR APPLICATIONS[J].Applied Mathematics and Mechanics(English Edition),1996,17(7):659-663.
-
3陈泽乾.PARTIAL BOCHNER INTEGRABILITY (I)[J].Acta Mathematica Scientia,1999,19(3):293-299.
-
4夏敏.范德蒙行列式推广形式的多项式证法[J].大学数学,1995,16(1):95-98. 被引量：1
-
5袁蔚莉.ON THE BERLINSKII'S THEOREM FOR CUBIC SYSTEMS[J].Annals of Differential Equations,2001,17(2):191-203.
-
6谢向东,蔡燧林.ON THE DECISION PROBLEM OF THE CENTER OR FOCUS FOR A CLASS OF PLANAR POLYNOMIAL FIELDS[J].Annals of Differential Equations,1998,14(1):81-90.
-
7杨小京.A NOTE ON CENTER AND FOCUS PROBLEM[J].Acta Mathematica Scientia,1999,19(S1):519-524.
-
8丰建文,陈士华.A CLASS OF QUADRATIC HAMILTONIAN SYSTEMS UNDER QUADRATIC PERTURBATION[J].Acta Mathematica Scientia,2001,21(2):249-253. 被引量：2
-
9QIU Hui-ling.Further Results of Meromorphic Functions that Share a Polynomial[J].Chinese Quarterly Journal of Mathematics,2011,26(3):448-452. 被引量：2
-
10陈国维.THE E^(1)_(3) TYPE OF CUBIC SYSTEMS WITH TWO INTEGRAL STRAIGHT LINES[J].Annals of Differential Equations,1998,14(1):13-23.
