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Asymptotic Behavior of Solutions to a Linear Volterra Integrodifferential System

机译:线性Volterra积分微分系统解的渐近性质。

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摘要

We investigate the asymptotic behavior of solutions to a linear Volterra integrodifferential systemxi′(t)=ai(t)+bi(t)xi(t)+∑j=1n‍∫0t‍Kij(t,s)xj(s)ds,t∈ℝ+,i=1,2,…,n.We show that under some suitable conditions, there exists a solution for the above integrodifferential system, which is asymptotically equivalent to some given functions. Two examples are given to illustrate our theorem.
机译:我们研究线性Volterra积分微分系统xi'(t)= ai(t)+ bi(t)xi(t)+ ∑j =1n∫0tKij(t,s)xj(s)ds,t的解的渐近行为∈ℝ+,i = 1,2,…,n。我们证明在某些合适的条件下,存在上述积分微分系统的解,它渐近等效于某些给定的函数。给出两个例子来说明我们的定理。

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