重庆工商大学学报（自然科学版）
重慶工商大學學報（自然科學版）
중경공상대학학보（자연과학판）
JOURNAL OF CHONGQING TECHNOLOGY AND BUSINESS UNIVERSITY(NATURAL SCIENCE EDITION)
2010年
6期
564-569
,共6页
振动%二阶%泛函微分方程%脉冲
振動%二階%汎函微分方程%脈遲
진동%이계%범함미분방정%맥충
oscillation%second-order%FDE%impulses
研究了一类二阶非线性脉冲泛函微分方程,通过应用Lakshmikantham等建立的脉冲微分不等式,给出了一些方程解振动的准则.最后举例说明我们的结论.
研究瞭一類二階非線性脈遲汎函微分方程,通過應用Lakshmikantham等建立的脈遲微分不等式,給齣瞭一些方程解振動的準則.最後舉例說明我們的結論.
연구료일류이계비선성맥충범함미분방정,통과응용Lakshmikantham등건립적맥충미분불등식,급출료일사방정해진동적준칙.최후거례설명아문적결론.
A kind of second-order impulsive nonlinear FDE is studied in this paper. By using impulsive differential inequalities established by Lakshmikantham etc. , several criteria on the oscillations of solutions are given. At last, an example is presented to demonstrate our results.
