CAJ | 학술논문

本文通过一个可修复供应链系统，利用泛函分析和正压缩C0-半群的性质，通过研究系统算子谱点分布情况，证明系统存在非负稳态解，并且当t→∞时，非负时间依赖解收敛到该稳态解，得到供应链系统解的渐近稳定性．
본문통과일개가수복공응련계통，이용범함분석화정압축C0-반군적성질，통과연구계통산자보점분포정황，증명계통존재비부은태해，병차당t→∞시，비부시간의뢰해수렴도해은태해，득도공응련계통해적점근은정성．
In this paper, we present a repairable supply ehain system. Through studying the distribution of operator spectrum points of this system based on functional analysis and positive contraction Co - semigroup, we prove the existence of normegative stable solution of the system. The nonnegative time dependent solution converges to the stable solution while t→∞. As a result, the asymptotic stability of the system is obtained.