针对化工过程的故障诊断问题，给出了分布式化工过程故障诊断问题的多智能体的合作求解模型。
For solving the fault diagnosis problem of chemical processes, a new kind of distributed (cooperative) fault diagnosis model based on multi-agent system is provided.
合作问题求解是当今计算机领域的热门课题，合作规划系统是其典型的应用之一。
Cooperative computing is a new research field in computer science, and cooperative planning system is a typical application of it.
利用线性叠加原理，通过求解两组代数方程组，从而分离出点力与点电荷的耦合作用。
Then by the principle of superposition and solving two sets of algebraic equations, the interaction between the point force and the point charge was uncoupled.
其次，研究了动态联盟的预期收益模糊情况下的收益分配问题，指出该类问题的实质是具有模糊支付合作对策解的求解问题。
Secondly, we studied the profit allocation problem in the situation that the expected profits of ve are fuzzy. This kind of problem can be viewed as the cooperative games with fuzzy payoffs in deed.
利用多人合作博弈理论，建立相应的信号控制博弈模型并对该博弈模型进行求解。
Make use of multi-people cooperation game theory, establish the corresponding signal control game model.
鉴于河型是流域因素综合作用的产物，其成因要概化成数学物理模式求解是极其困难的。
Since river channel patterns are the results of the combined action of the watershed factors, it is very difficult to solve its cause of formation with generalized mathematical or physical model.
多agent系统(MAS)提供了分布式和合作问题求解的环境。
Multi agent systems (MAS) have been known to provide distributed and collaborative problem solving environment.
通过供应链与非供应链管理模式下的利润函数最大化的求解和比较，明确供应链合作利益产生的原理及过程，且初步看到分配对合作利益产生的影响。
Through the solution and comparison of maximization of profit function in supply chain and non-supply chain management model to know the creation of principles and process of cooperation profit.
研究了企业动态联盟形成初期合作伙伴企业协商的最优边界问题，建立了基于需求分解和风险规避的最优协商边界求解模型。
This paper discusses the optimal negotiation edge during the period of virtual enterprise's formation, and proposes a programming model based on demand division and risk avoidance.
在考虑管内介质及流速的情况下，应用adina中流体-结构耦合分析求解器adina - FSI分析了固液耦合作用下地下管道的破坏情况。
Buried pipeline's damage under fluid-structure interaction is analyzed through ADINA-FSI with conveying medium and velocity in consideration.
在考虑管内介质及流速的情况下，应用adina中流体-结构耦合分析求解器adina - FSI分析了固液耦合作用下地下管道的破坏情况。
Buried pipeline's damage under fluid-structure interaction is analyzed through ADINA-FSI with conveying medium and velocity in consideration.
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