摘要
文章用代数理论对Agent组织结构的属性和行为特征进行抽象,提出了Agent组织结构的层次式模型,讨论了层次式Agent组织结构的基本思想和结构框架。提出了“层”的抽象概念及相关性质,提出了层的使用、协作、极大公共子Agent和极小公共父Agent四种运算的新观点,证明了层与使用运算构成半群、与后三种运算分别构成交换半群。
The agent organization is a kind of mechanism of problem solving of multi -agent systems ,which can decrease the complexity of interactions between agents and reduce the difficulty of problem solving.This paper proposes a layered model of agent organization based on algebra theory,abstracts the properties and behavior features of agent organization with algebra theory,and discusses the basic ideology and structural framework.It puts forward the abstract concept of'layer'and correlative qualities,and the new viewpoint of using operation,cooperation operation,the maximal public sub-agent and the minimal public super-agent ,and proves that layer and using operation form a semi-group,layer and other three operation form commutative semi -groups respectively.Compared with the works of Feber,Zambonelli and Lesser,the model makes agent organization has many advantages such as orderliness,layered ness and no-ring,and its structure is simple,explicit and is helpful to study the cooperative problem solving and evolution of agent organization.
出处
《计算机工程与应用》
CSCD
北大核心
2004年第27期34-37,共4页
Computer Engineering and Applications
基金
湖南省自然科学基金项目(编号:03JJY6022)资助
