Journal of Guangdong University of Technology ›› 2005, Vol. 22 ›› Issue (1): 119-123.

• Comprehensive Studies • Previous Articles    

Oscillation for Second Order Half-linear Functional Differential Equations

  

  1.  (Faculty of Applied Mathematics,Guangdong University of Technology,Guangzhou 510090,China)
  • Online:2005-03-02 Published:2005-03-02

HTML

PDF (PC)

2261

Abstract: By means of auxilliary functions and Young inequality technique,new oscillation criteria are established for second order half-linear functional differential equations.Its results extend and improve the oscillation theorem of Agarwal R.P.et al.

Key words: oscillation； second order half-linear functional differential equations； Young imequality；

[1] Hong H L,Lian W C,Yeh C C.The oscillation of half-linear differential equations with an oscillatory coefficient. Mathematical and Computer Modelling . 1996

[2] Hsu H B,Yeh C C.Oscillation theorems for second order half-linear differential equations. Applied Mathematics Letters . 1996

[3] Li H J,Yeh C C.Nonoscillation criteria for second order half-linear differential equations. Applied Mathematics Letters . 1995

[4] Manojlovic J V.Oscillation criteria for second order half-linear defferential equations. Mathematical and Computer Modelling . 1999

[5] Wong P J Y.Agarwal R P Oscillation theorems and existence criteia of asymptoically monotone solutions for second oeder differential equations. Dynamic Systems and Applications . 1995

[6] Agarwal R P,Shieh S L,Yeh C C.Oscillation criteria for second order retarded differential equations. Mathematical and Computer Modelling . 1997
No related articles found!
Viewed
Full text


Abstract

Cited
  Shared   
  Discussed   
No Suggested Reading articles found!
Copyright © 2017 Journal of Guangdong University of Technology
Add：729 East Dongfeng RD., Guangzhou PRC. Postcode: 510090
Tel：020-37626653,020-37626139,020-37626396
Email：xbzrb@gdut.edu.cn
Supported:Beijing Magtech