浸润理论及其在三角债问题中的应用  

A Theory of Soaking and Its Application for Triangular Debts

作　　者：危辉[1] 朱平[2] 何新贵[3] 

机构地区：[1]北京航空航天大学计算机系 [2]东南大学计算机系 [3]北京系统工程研究所

出　　处：《系统工程与电子技术》1999年第6期14-21,30,共9页Systems Engineering and Electronics

基　　金：国家高性能基金

摘　　要：浸润现象是普遍存在的，它的形式化定义（称之为浸润理论）是对这一现象本质内涵的抽象，它反应了一种由某些相关关系联系起来的网络结点间的数据驱动动态模式。一旦将这样一个相关网络赋予某种语义定义，就能以浸润理论为数学模型，刻画并模拟网络的动态演化过程。以三角债问题作为一个应用实例，将其形式化，并在大量数据实验的基础上，研究了如何使清除三角债所需的政府专项清债贷款最少，以及不同的清债策略对清债结果的影响。This paper establishes a theory of soaking,which is abstracted and formalized from the universal phenomenon of natural soaking.The theory of soaking is described as a model for a dynamic network which nodes are connected by some definable corelationships,and they can be drived by data simultaniously.So the parallel running of a network can be simulated.As an application of theory of soaking,the problem of triangular debts is modeled and an experimental system is developed.The aim of experiment is to contrast the different results of some diverse strategy of clearing triangular debts ring,and how the loan from banks can be minimized for this special purpose.

关 键 词：动态体系结构 经济分析 浸润 三角债问题 贷款 

分 类 号：F830.4[经济管理—金融学]