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变系数非线性泛函方程解的振动准则 被引量:7

Oscillation Criteria of Nonlinear Functional Equations with Variable Coefficient
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摘要 研究变系数高阶非线性泛函方程X(g(t))=P(t)X(t)+Q(t)■|(X(gki+1(t))| isignX(gki+1(t))的解的振动性,得到了一些新的振动准则,这些准则改进了目前已有的某些结果。 This Paper is intended to study the Oscillation of the following higher order nonlinear functional equations with variable coefficients And some new oscillation criteria are obtained, and these criteria improve some of the known results at present.
出处 《茂名学院学报》 2007年第1期64-66,共3页 Journal of Maoming College
基金 茂名学院自然科学研究基金资助项目
关键词 振动准则 非线性 变系数 泛函方程 Oscillation criteria nonlinear variable coefficient functional equation
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参考文献6

  • 1Kocic V L,Ladas G.Global Behavior of Nonlinear Difference Equation of Higher Order With Application[M].Dordrecht:Kluwer Academi Publishers,1993.
  • 2Erbe L H,Kong Q,Zhang B G.Oscillation Theory for Functional Differential Equations[M].New York:Marcel Dekker,1995.
  • 3周勇,刘正荣,俞元洪.变系数函数方程解的振动准则[J].应用数学学报,2000,23(3):413-419. 被引量:14
  • 4周勇,俞元洪.变系数函数方程解的振动性[J].系统科学与数学,1999,19(3):348-352. 被引量:17
  • 5Golda W,Werbowski J.Oscillation of Linear functional equations of the second order[J].Funkcialaj Ekuacioj,1994,37(2):211-228.
  • 6Nowkowska W,Werbowski J.Oscillation of Functional Equations of Higher Order[J].Arch math,1995,31:251-258.

二级参考文献2

  • 1Erbe L H,Oscillation Theory for Functional Differential Equations,1995年
  • 2Erbe L H,Oscillation Theory for Functional Differential Equations,1995年

共引文献19

同被引文献31

  • 1申建华,IP. Stavroulakis.AN OSCILLATION CRITERIA FOR SECOND ORDERFUNCTIONAL EQUATIONS[J].Acta Mathematica Scientia,2002,22(1):56-62. 被引量:14
  • 2Golda W, Werbowski J. Oscillation of linear functional equations of the second order[ J]. Funkcialaj Ekvaeioj, 1994, 37 (2) :211 -228.
  • 3Nowakowska W, Werbowski J. Oscillation of Linear Functional Equations of Higher Order [ J ]. Arch Math, 1995, 31:251 - 258.
  • 4Nowakowska W, Werbowski J. Oscillatory behavior of solutions of functional equations[ J]. Nonlinear Analysis, 2001, 44:767 -775.
  • 5Lin Q W, Wu Y Z, Liao S Q. The oscillation of nonlinear functional equation with variable coefficients [ J ]. Journal of Mathematics Research, 2009,1 (2) :216 - 221.
  • 6Golda W, W erbowski J. Oscillation of Linear Functional Equations of the Secord order[ J ]. F unkcialaj Ekvacioj, 1994,37 (2):221 - 228.
  • 7Nowkowska W, Werbowski J. Oscillation of Functional Equations of Higher order[ J]. Arch math, 1995,31 : 251 - 258.
  • 8AGARWAL R P,GRACE S K,REGAN D O. Oscillation theory for difference and functional differential equations[M].Kluwer,Dordrecht,2000.
  • 9GYORI I,LADAS G. Oscillation theory of delay differential equations with applications[M].New York:Oxford Univeristy Press,1991.
  • 10V TRIGIANTE D. Th~ory of difference equations[M].Massachusettes:Academic Press,1988.

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二级引证文献12

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