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具多滞量和正负系数中立型微分方程解的渐近性质
引用本文:陶有山,高国柱.具多滞量和正负系数中立型微分方程解的渐近性质[J].数学物理学报(A辑),1998(Z1).
作者姓名:陶有山  高国柱
作者单位:中国纺织大学,中国纺织大学 上海 200051,上海 200051
摘    要:该文考虑多滞量和正负系数中立型方程x(t)-sum from n=1 to l(1/n)C_A(t)x(t-r_n)] sum from i=1 to (1/i)P_i(t)x()t-τ_i)-sum from j=1 to n(1/j)Q_j(t)x(t-σ_j)=0,其中C_A(k=1,…,l),P_i(i=1,…,m),Q_j(j=1…,n)∈C(to,∞co),R~ ),0≤τ_l<…<τ_m,0≤σ_1<…<σ_n,0
关 键 词:中立型微分方程  多滞量  渐近性质

Asymptotic Behavior of Solutions for Neutral Differential Equation with Several Delay Arguments and Positive-negative Coefficients
Tao Youshan,Gao Guozhu China Textile University Shanghai.Asymptotic Behavior of Solutions for Neutral Differential Equation with Several Delay Arguments and Positive-negative Coefficients[J].Acta Mathematica Scientia,1998(Z1).
Authors:Tao Youshan  Gao Guozhu China Textile University Shanghai
Institution:Tao Youshan;Gao Guozhu China Textile University Shanghai 200051
Abstract:
Keywords:Neutral differential equation  several delay arguments  asymptotic behavior  
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