%0 Journal Article
%T 带负顾客的非空竭服务休假排队模型非负解的存在唯一性<br>Existence and Uniqueness of Nonnegative Solution of the Queue with Negative Customers and Vacation on Non-Exhaustive Service
%A 阿力木？米吉提
%J -
%D 2014
%X 讨论了一类带负顾客的非空竭休假排队系统。首先对应于此系统的数学模型转化为 Banach 空间中的抽象 Cauchy 问题，然后使用泛函分析中的 Hille-Yosida 定理、Phillips 定理证明此排队模型非负解的存在唯一性。<br>The queuing system with negative customers and vacation on non-exhaustive service is discussed. First the mathematical model of the queuing system is converted into an abstract Cauchy problem in a Banach space,then the existence and uniqueness of the nonnegative solution of this queuing model is obtained by using the Hille-Yosida theorem and the Phillips theorem in functional analysis
%K M/G/1 排队系统
%K C0-半群
%K dispersive 算子<br>M/G/1 排队系统 C0-半群 dispersive 算子
%K M/G/1 排队系统 C0-半群 dispersive 算子
%K M/G/1 排队系统 C0-半群 dispersive 算子
%U http://lkxb.jxnu.edu.cn//oa/darticle.aspx?type=view&id=20140606