【摘要】 考虑脉冲泛函微分方程{x′=f(t,xt),t>t0,t≠tk,△x=Ik(x(t)),t=tk,k=1,2,…,x(t0+)=ω,xt0=φ。局部解的存在性,及在局部解存在的前提下解对初值(φ,f)的可微性。更多还原

【Abstract】 Consider impulsive functional differential equationx’ = f(t,xt),t> t0,t≠ tk,x = Ik(x(t)),t = tk,k = 1,2,…,x(t+0)=ω,xt0=φthe existence of local solution and dierentiability of solution about initial value on condition is studied that the existence of local solution.更多还原