查询词典 solving process

Four basic processes are analyzed in detail in network security decision,which are the base of NSDSS security decision. Then, developing strategies and methods are analyzed according to the objective and task of the system. Antetype method with RAD speciality is chosen to lead the developing process of the system. The structure of "Four-Base and Seven-System" of NSDSS is decided, based on which, the Function and Structure of Man-Machine Conversation system, General Management system, Data Base system, Model and Method Base system, knowledge base system, Causing and solving problems system are discussed. The basic theories and methods of each part are discussed. In the designing process of Model Base System, detailed analysis is given to the models of prediction, evaluation and management in the course of security decision. Moreover, basic process and method are discussed on question generation and solution. Then, detailed explanation is provided on the integration and implement of the system. After that, it is suggested that implement of the system should be carried through the process of the system.

论文首先对NSDSS涉及到的相关知识进行了讨论，详细分析了网络安全决策中的四个基本过程，这是NSDSS进行安全决策的基础；随后依据系统的目标和任务，对系统的开发策略和方法进行了分析，选择具有RAD能力的原型法指导整个系统的开发过程；确定了NSDSS"四库七系统"的整体结构；在此基础上，分别探讨了人机对话系统、通用管理系统、数据库系统、模型库和方法库系统、知识库系统、问题生成和求解系统的功能和结构，对各部件的基本原理和实现方法进行了论述；在模型库系统的设计过程中，对安全决策过程中运用到的安全预测、安全评估、安全管理等模型进行了详细的分析；仔细探讨了问题生成和求解的基本过程和方法；较为详细地阐述了系统集成和实施的有关问题，面向系统的成功实现，提出了将系统实施贯串于整个系统开发过程中的思想。

In this paper we introduce a finite element program design method for solving 3 D thoracic electrical field distribution,based on Borland C++ for DOS and using isoparametric element of arbitrary hexahedron.In the process of solving final finite element equation,this paper uses the method of blocking and 'getting big number' to deal with total coefficient matrix and boundary conditions.

本文介绍了一种采用等参数8节点任意六面体单元来求解人体胸腔三维恒定电场分布的有限元程序设计方法，程序的编制基于BorlandC＋＋ForDOS的编程环境，在对最终形成的有限元代数方程的求解过程中采用了分块处理总系数矩阵及"取大数"处理边界条件的方法。

We point that the process of function-tree solving is the process of Function-Sets solving, and a function solving method based on extend functional matrix is proposed. Furthermore, aiming at the characters of innovational design, the lossless optimization method is given.

在功能树的求解方法方面，指出功能树的求解过程就是对功能函数的功能集族进行求解的过程，并提出了基于功能矩阵的求解方法，更进一步地针对创新性设计的特点，提出了无损优化的方法。

As a reflection of the material existence of human society, during its formation and development process, Keynesianism has proved evident its significance and value in solving the global economic crisis in the past century, and the impact on solving financial crisis of the present days as well.

作为西方思潮之一的凯恩斯主义是现当代西方乃至全人类社会的精神存在，其作为对人类社会物质存在的反映，在其形成与发展的过程中，无论是在解决上个世纪全球经济危机，还是对解决现今的金融危机中都彰显出伟大的价值。

In a word, these results indicate that there were no any difference of spatiotemporal cortical activation patterns underlying the early stage of insight problem solving between Aha logogriphs and No-aha logogriphs. In the process of activating heuristic information and then hastening the onset of insight, LPFC/ACC played an important role, which may be associated with the breaking of mental set successfully and the forming of novel associations in insight. The "Aha" feeling mainly provoked the PCC brain region in the solving the logogriph at last.

综合实验6与实验7的结果，我们认为，在字谜解决的早期，"有顿悟"与"无顿悟"字谜所诱发的脑电并没有明显的差异，原型激活可能主要发生在字谜解决的1400 ms左右，字谜的成功解决在1400-2000 ms内导致了左侧额中回／扣带前回的更强激活，这可能与原型激活以后，被试利用启发信息，突破思维定势，形成新异联系的认知过程有关；随后在2000-2500 ms内，字谜的成功解决则诱发了强烈的情绪体验，导致了扣带后回的明显激活。

During the process of solving power flow, the incremental transmission loss of each node can be easily obtained by means of simply solving the transposed matrix of original n-order matrix.

介绍了一种基于直流潮流的网损微增率新算法直流雅可比矩阵法，该方法以直流潮流为基础，引入虚拟网损负荷变量并构造出带有松弛负荷变量的有功不平衡方程雅的可比矩阵，在解潮流过程中只需求解n阶矩阵的转置矩阵，即可获得各个节点的网损微增率。

During the amending process, we should implement the principle of primacy of protecting the citizens' legal rights and emphasize studying and solving the following subjects regarding the systematical innovation and improvement in order to protect the citizens' legal rights effectively: protecting the citizens' legal rights should be the leading purpose of the legislation of administrative litigation; the principle of judicial ultimacy should be abided in the mechanism of solving administrative disputes; the scopes of accepting cases, participants and relieves in administrative litigation should be broadened; and both fairness and efficiency should be considered in the legislation of administrative litigation.

在修法过程中必须顺应行政法治发展的世界潮流，注重研究解决如下制度创新与改进的课题：行政争议解决机制应坚持司法最终性，应扩大行政诉讼受案范围、行政诉讼参加人范围和行政诉讼救济范围，行政诉讼立法应兼顾公平与效率，以更有效地保护公民合法权益。

In the real life, have some to grow similarity since new problem and the old problem are general, unknown object and the known number object get in touch with always mutually, be on basis observing carefully in new problem , overwear knowledge , come to handle the new problem old experience, this thought is that process it is have purpose's , effective conversion contradiction, to solve a problem ultimately change solving problems that process , the mathematics inscribe one kind , is to change from saying , solving problems on this significance melt return to

中文摘要：在实际生活中，由于新老问题总有某种相似之处，未知的事物与已知的事物总是相互联系的，即在新问题仔细观察的基础上，用旧知识、旧经验来处理新问题，这种思维是一种转化过程，数学题的解题过程就是有目的的、有效的转化矛盾，最终解决问题，从这个意义上说，解题就是转化。

In a word, these results indicate that there were no any difference of spatiotemporal cortical activation patterns underlying the early stage of insight problem solving between Aha logogriphs and No-aha logogriphs. In the process of activating heuristic information and then hastening the onset of insight, LPFC/ACC played an important role, which may be associated with the breaking of mental set successfully and the forming of novel associations in insight. The "Aha" feeling mainly provoked the PCC brain region in the solving the logogriph at last.

综合实验6与实验7的结果，我们认为，在字谜解决的早期，&有顿悟&与&无顿悟&字谜所诱发的脑电并没有明显的差异，原型激活可能主要发生在字谜解决的1400 ms左右，字谜的成功解决在1400-2000 ms内导致了左侧额中回／扣带前回的更强激活，这可能与原型激活以后，被试利用启发信息，突破思维定势，形成新异联系的认知过程有关；随后在2000-2500 ms内，字谜的成功解决则诱发了强烈的情绪体验，导致了扣带后回的明显激活。

Through the practice of teaching and reflection survey of secondary school students in the problem-solving process of thinking obstacles exist.

通过对教学实践的反思和问卷调查，分析了在解题过程中学生存在的思维障碍。

But we don't care about Battlegrounds.

但我们并不在乎沙场中的显露。

Ah! don't mention it, the butcher's shop is a horror.

啊！不用提了。提到肉，真是糟透了。