摘要
本文给出了制造商与销售商供应链均衡管理问题的一个数学模型,并提出了求解该模型的一个新方法,在既不要求解处的雅可比矩阵非奇异,也不要求存在非退化解的条件下,证明了所给算法的全局收敛性。
In this paper,we provided a mathematical model on supply chain equilibrium problem of manufacturer and sales person.To present optimal decision for the problem,we proposed a new type of solution method,and the global convergence of method was also established without the condition of nonsingularity of Jacobian nor the condition of existing nondegenerate solution.
出处
《中国西部科技》
2012年第2期59-60,26,共3页
Science and Technology of West China
关键词
制造商与销售商供应链均衡问题
数学模型
算法
全局收敛性
Supply chain equilibrium problem of manufacturer and sales person
Mathematical model
Algorithm
Global convergence