摘要
文章用代数理论对Agent的属性和行为特征进行抽象,寻找一种合适的描述多Agent系统的抽象方法。提出了多级正交Agent结构的概念和框架结构,给出了正交Agent结构的核心模型。提出和研究了正交Agent结构的抽象模型和非正交Agent结构的正交化算法。相对于Ferber、Zambonelli和Lesser等人的工作,这种模型使Agent组织结构清晰,易于实现,有利于研究Agent之间的协调求解能力和Agent组织结构的演化能力。
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.However,from the status of the study on agent organization,the description of agent organization is generally based on none formalization.This paper abstracts the properties and behavior features of agents with algebra theory,introduces the concept and framework of multi-level Orthogonal Architecture of Agent Organization(OAAO),then presents a core model of OAAO which includes agent ,mediator,port,role and branch elements,finally investigates an abstract model of OAAO based on the core model,and presents an orthogonalization algorithm of no-OAAO to OAAO.Compared with the works of Ferber,Zambonelli and Lesser,the models have many advantages such as explicit structure,better understandability and flexibility,and are easy to implement and helpful for system maintenance and evolution.
出处
《计算机工程与应用》
CSCD
北大核心
2004年第15期20-22,共3页
Computer Engineering and Applications
基金
国家自然科学基金重大研究计划项目资助(编号:90203018)
关键词
正交结构
协调者
分枝
orthogonal architecture,mediator,branch
