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By combining the theory of sectionally holomorphic function,the analytical extending method,Cauchy model integral,the analysis of the singularity of complex functions and Riemann boundary problem,analytic relations between the complex potentials were obtained.

综合运用复变函数分区全纯理论、解析函数奇性主部分析方法、解析延拓原理、Cauchy型积分以及Riemann边值问题求解方法,获得各复势函数之间的解析关系,进一步得到了特殊情况下所讨论问题的封闭解,并求解出像力随温度梯度和位错位置变化的表达式。

In allusion to traveling salesman problem existing in the Euclidean space,the strategy, simplifying the initial edge set,is put forwards to improve the efficiency of the algorithm.

针对欧氏空间的旅行商问题求解,提出了通过化简初始边集的策略,改善算法的求解效率,通过实验说明了该策略的有效性。

A streamline method was employed to solve this model instead of the traditional fini.

用流线方法求解该模型,在结合边界元方法确定复杂边界条件下稳态渗流场流线分布的基础上,对流管内的一维渗流问题求解

The application of granularity theory in the domain of layout-design problem solving was discussed.

研究了问题求解的粒度理论在布局求解中的应用。

Design method of the electromechanical actuator controller based on the robust mixed H2/H* control theory is studied, taking advantage of the priority of the linear matrix inequation in solving the problems of the multiobject control, the robust mixed H2/H* control problem of the electromechanical actuator under the condition of parameter perturbation and external disturbance can be transformed to the solving of the linear matrix inequation.

研究了基于鲁棒H_2/H_∞混合控制理论的电动舵机的控制器设计方法,利用线性矩阵不等式在多目标综合控制问题求解方面的优势,将存在参数摄动及外部扰动时的电动舵机的鲁棒H_2/H_∞混合控制问题转化为线性矩阵不等式问西北工业大学博士学位论文题并进行求解。

It achieves the co-diagnosis based on multi-resource,and the ability in resolving problem of the IRDS and the performance of the whole system had been improved.

可以进行多诊断资源的协同诊断和问题求解,从而使诊断系统的问题求解能力和整体的性能有了很大的提高。

However, methods and references for difference equation are relatively less. The new method proposed in this paper transfer the complex boundary value problem into the existence and uniqueness of the solution of the linear equations. For linear case , we obtained the necessary and sufficient conditions for the existence and uniqueness of the solution for the BVP; For the nonlinear case ,we got a series of new sufficient conditions by using contraction mapping theory and cone theory .

而差分方程边值问题的研究方法和文献还很少,文中新的研究差分方程边值问题的方法是将复杂的边值问题求解转化为代数理论中的线性方程组解的存在和存在唯一问题;对线性情形,较容易地获得了边值问题的解存在以及唯一的充分必要条件,而对非线性情形,则通过压缩原理和锥理论等各种不动点定理,获得了一系列新的充分条件。

This paper introduces a new CE algorithm for MCP. Based on the CE framework, an algorithm for MCP is designed and implemented.

为了研究一种新的问题求解策略,本文设计实现了求解最大团求解的交叉熵算法。

From this point of view,it ispointed out that there are two kinds of commonalities among diverse prob-lems,one is the relative commonality and the other is the homogenous co-mmonality,and it is advanced that the approach to effectively make useof the relative commonality is to divide models suitably and to set up theorganic relation between models convenient to their composite conection oncondition that models are shared,and the approach to effectively make useof the homogenous commonality is from the view point of different problemsneeding their special models for solving,to convert their special modelrepresentation to comparatively general model depth representation on theprinciple of independence and share of commonality.The articles in thepast has made deep and complete research on model management in aspectssuch as model division and compositive conection,and a number of theoriesand methods are provided,but none of them is in relation to model depthrepresentation.

从这一角度出发,作者指出,在多样性问题中存在两种共性,一种是问题相关共性,另一种是问题同构共性,并提出有效利用问题相关共性的方法是在实现模型共享的前提下对模型进行合理划分和建立便于模型复合联接的各模型之间的有机联系,而有效利用问题同构共性的方法则是从不同问题求解本质上需要的专用模型出发,根据独立与共享原理,将这些专用模型表示转化成较为通用的模型深层表示,以往的文献在模型划分、复合联接等诸方面对模型管理进行了较为深入全面的研究,并从这一角度提出了许多模型表示的理论和方法,但对模型深层表示方面尚没有涉足。

Arrival of information age require people learn study of independence, on the basis of to is it is it set up on a complicated one , meaningful problem among the situation learning to mean to learn independently issue, is it on positive angle of person who solves problem , is it is it reflect student true world situation bad to construct the question to face to go directly to put, through solving the complicated practical problem , train students' question to ask the tactics of solving , develop the basic discipline knowledge foundation and basic skill at the same time .

信息时代的到来要求人们学会自主性的学习,基于问题的学习是自主学习的一种,它是把学习设置于复杂的、有意义的问题情境中,将学生置于积极的问题解决者的角度,直接去面对反映真实世界情境的劣构问题,通过解决复杂的实际问题,培养学生的问题求解策略,同时发展基本的学科知识基础和基本技能。

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