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Based on the research of fuzzy valued functions, the absolute uniform convergence for the series of fuzzy valued functions is discussed, by using concept of the metric and absolute valued of fuzzy numbers.

基于模糊值函数的研究,利用模糊数的度量以及模糊数的绝对值概念,讨论了模糊值函数级数绝对一致收敛性,给出了模糊值函数级数绝对一致收敛性的一个充要条件和几个推论。

Fuzzy Expected Rate of Return ; Portfolio Selection Model ; Fuzzy Absolute Deviation ; Value of Fuzzy Number ; Dominance Criteria

模糊收益率;投资组合模型;模糊绝对偏差;模糊数的绝对值;占优准则

This chapter tooinvestigates the connections between the adjunction of fuzzy logical operators andthe relationship of fuzzy conjunction and its residual implication. A series ofproperties related to the adjunction of fuzzy logical operators are given.

研究了满足伴随关系的模糊逻辑算子与模糊合取及其剩余蕴涵之间的联系和具有伴随关系的模糊逻辑算子的一系列性质。

In this paper, we deal with the complete extension of a fuzzy relation and obtain the following main conclusion. Every reflexive,*-antisymmetric and *-transitive fuzzy relation can be extended to a complete reflexive,*-antisymmetric and *-transitive fuzzy relation, namely, every partial order can be extended to a linear order.

文章研究了一个模糊关系的完全扩张问题,主要结果为:一个自反的、*-反对称的*、-传递的模糊关系可以扩张成为一个完全的、自反的、*-反对称的、*-传递的模糊关系,即任何一个偏序都可以扩张成一个线性序。

This paper mainly involves the design of fuzzy control system based on the variable universe method and the design of adaptive fuzzy control system based on the universal approximation theorem of fuzzy system.

本论文主要涉及变论域模糊控制和基于模糊系统泛逼近理论的自适应模糊控制两个方面的内容。

A new generalized fuzzy hyperbolic model is proposed, which can be seen as the generalization of common fuzzy hyperbolic model. The generalized fuzzy hyperbolic model is proven to be a universal approximator. Two identification algorithms are put forward to identify the model from input/out data.

通过对模糊双曲正切模型的改进,提出一种广义模糊双曲正切模型,证明了此模型可以以任意精度逼近紧集上的连续非线性函数,即此模型具有全局逼近性,并给出其辨识算法。

The method utilizes fuzzy ordered weighted averaging operator to aggregate the fuzzy linguistic evaluation information given by experts, and then uses the expected values formula of triangular fuzzy numbers to obtain the weighted vector of factors determining the scale of logistics park.

结合模糊集理论和多属性群决策理论,提出基于模糊语言多属性群决策的物流因区规模确定模型。

Intermediate heat cycle can be reduced because the tail blade turbine steam humidity and reduce steam consumption. improve plant efficiency and thermal cycling in the unit were popular, however, Reheat temperature control system with nonlinear their targets, inertia, the characteristics of delay, Power Plant to become more difficult to control the system-paper fuzzy control theory and fuzzy logic, reconsidered conventional PID control law on the basis of the study and intelligent fuzzy PID control, the 300MW units Reheat fuzzy control process using adaptive PID control, the introduction of load feedforward. design configuration, the final design complex adaptive feedforward cascade control system and MATLAB for simulation, simulation results show that the response speed, Robust control and accuracy, the system has considerable advantages Unit to improve the efficiency and reduce the operational workload.

中间再热循环技术因其可以降低汽轮机尾部叶片的蒸汽湿度和降低汽耗,提高电厂的热循环效率而在单元机组中被普遍采用,然而,再热气温控制系统因其对象具有非线性,大惯性,大迟延等特点,成为火电厂较难控制的系统之-,本文运用模糊控制理论和模糊逻辑推理,在重新认识常规PID控制规律的基础上探讨了PID与智能模糊控制相结合,在电厂300MW发电机组再热模糊控制过程中使用自适应PID控制,引入负荷前馈,设计组态,最终设计出自适应复合型前馈串级控制系统,并在MATLAB中进行仿真模拟,仿真结果表明,在响应速度,鲁棒性和控制精度等方面,此系统都具有相当大的优越性,有利于提高机组的效率和减轻运行人员的劳动负荷。

This paper will use fuzzy parameter method to record the important machine parameters. First, we can solve the degree of membership functions of fault fuzzy parameters. Then, the weight of the fuzzy membership function can be obtained by the Analysis Hierarchy Process with Matlab software. Finally, the result of synthetic fuzzy membership function of each cylinder can be used to find out the engine real faults and time relationship. In addition, such model analysis is suitable for the real ship and others sister ships maintenance programs.

本研究采用参数模糊法将主机纪录中的重要参数,利用参数故障模糊隶属度函数,得到各参数的故障模糊度,再利用层次分析法以确定各参数在故障诊断中所占的权重,最后得到主机各缸综合故障模糊隶属度,确定出主机故障与时间的关系趋势,并经实船验证本模式完全适用於同型姊妹船的维修保养计划。

In this dissertation, we investigate the theory of fuzzy number space and the space of fuzzy-valued continuous functions, the main works of this dissertation are as following: 1. We use some properties of fuzzy numbers to give a generalization of Bolzano theorem in classical analysis to fuzzy number space (E1, d∞).

本文研究了模糊数空间和模糊数值连续函数空间的有关理论,主要内容如下: 1 利用模糊数的相关性质,给出了经典泛函分析中 Bolzano 定理在模糊数空间(E1, d∞)中的推广。

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