Chinese Quarterly Journal of Mathematics ›› 2004, Vol. 19 ›› Issue (4): 407-411.

Previous Articles     Next Articles

The Oscillation of the Solutions of Higher-order Functional Differential Equations

  

  1. Teaching and Research Section of Mathematics and Physics, Kaifeng University, Kaifeng 475004, China 
  • Received:2003-04-15 Online:2004-12-30 Published:2024-03-06
  • About author:Shui-zhou(1962-),male(Huizu),native of Xiping,Henan,a lecturer of Kaifeng Univesity, engages in teaching and research of basic mathematics.

Abstract: In this paper we study the oscillation of the solutions of higher-order functional differential equations, and have given the new integral conditions when equation (1) is oscillatory and extended some known results.x(n)(t)+p(t)x(g(t)) = 0, (1)where n is even number, p(t) ∈ C(R, [0, +∞)), g(t) ∈ C(R; R), ...

Key words: functional differential equation, oscillation

CLC Number: