数学研究
數學研究
수학연구
JOURNAL OF MATHEMATICAL STUDY
2009年
4期
404-410
,共7页
脉冲微分系统%有界变差解%连续依赖性
脈遲微分繫統%有界變差解%連續依賴性
맥충미분계통%유계변차해%련속의뢰성
impulsive differential system%bounded Variation solution%continuous dependence
文[6]讨论了比已有结果更弱的假设条件下,固定时刻一阶脉冲微分系统与Kurzweil广义常微分方程的关系,本文在此基础之上,建立了此类脉冲微分系统有界变差解对参数的连续依赖性定理.
文[6]討論瞭比已有結果更弱的假設條件下,固定時刻一階脈遲微分繫統與Kurzweil廣義常微分方程的關繫,本文在此基礎之上,建立瞭此類脈遲微分繫統有界變差解對參數的連續依賴性定理.
문[6]토론료비이유결과경약적가설조건하,고정시각일계맥충미분계통여Kurzweil엄의상미분방정적관계,본문재차기출지상,건립료차류맥충미분계통유계변차해대삼수적련속의뢰성정리.
The relation between impulsive differential systems at fixed times and Kurzweil gener-alized ordinary differential equations is discussed in weaker condition than paper[6],and the theorem of continuous dependence on a parameter of bounded variation solutions for a class of impulsive differential systems is established.
