fuzzy programming 中文意思是什麼
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The conclusion is : multiobjective programming and fuzzy programming are superior to the traditional markowitz model, compart : s the dynamic models with the static models, the former can reponse more soon to the wave of the stock price, so we can adjust period by period based on the dynamic models
本文得出的結論是：多目標規劃及模糊規劃等方法優于傳統的馬柯維茨模型，在實證檢驗中表現出更高的投資效率，動態的模型與靜態的模型相比，能更快地對股價波動作出反應，可進行逐期調整。 -
Fuzzy chance - constrained programming model for reordering newsboy problem
可追加訂購報童問題的模糊機會約束規劃模型 -
Application of fuzzy programming to optimization of bench blasting parameters of surface mines
模糊規劃原理與露天礦臺階爆破參數優化 -
The main work included : the classical lambda calculus was modified to describe the character of dynamic fuzzy ; the abstract syntax of dfl programming language was described through bnf notation ; an operational semantics model of dfl programming language was proposed with a ternary array < dfsc, dfo, dfss > and then some basic data types and several mechanisms of constructing new data types were defined ; the frame of dfl progaramming language was provided ; it was described how to solve some problems applying the operational semantics model ; the correctness and reliability of the operational semantics model were proved by hoare logic and denotational semantics
主要內容包括:變形傳統的演算，以更好地描述具有動態模糊性的問題;通過bnf描述了dfl程序設計語言的抽象語法;通過一個三元組< dfsc ， dfo ， dfss >給出了dfl程序設計語言的操作語義模型;給出了dfl程序設計語言的基本框架結構;給出了該操作語義模型的一些應用實例;通過hoare邏輯和基本指稱語義對本文所定義的操作語義模型的正確性和可靠性進行了證明。由此可見，本文從全新的角度定義了一種可以處理動態模糊問題的程序設計語言。 -
Some notes on optimum solution in fuzzy linear programming
線性規劃最優解的一些注記 -
A new approach to the optimal solution to fuzzy linear programming
線性規劃最優解新探 -
Calculator simulate of most satisfactory solution in fuzzy linear programming
模糊線性規劃最滿意解的計算機模擬 -
A kind of fuzzy linear programming problems based on interval - valued fuzzy sets
一類基於區間模糊集的線性規劃問題 -
Application of fuzzy linear programming to the software of optimizing feed formula
模糊線性規劃在優化飼料配方軟體中的應用 -
We propose using fuzzy linear programming to workout a production plan
本文提出用模糊線性規劃方法編制煉油企業生產計劃。 -
Venture investment decision analysis based on the theory of fuzzy linear programming
基於模糊線性規劃理論的風險投資決策分析 -
In the last chapter, latest research on fuzzy linear programming has been introduced
最後一章指出了模糊線性規劃研究的新方向。 -
Zimmermann ' s methods is used to solve the first class of fuzzy linear programming
Zimmermann演算法就是針對求解類模糊線性規劃提出的。 -
Direct algorithms of fuzzy posynomial geometric programming
正項幾何規劃的直接演算法 -
Geometric programming with max - product fuzzy relation equation constraints
取大乘積型模糊關系幾何規劃 -
Secondly, we give the mathematic fuzzy environment and satisfactory decision - making. then make a summary of the method how to resolve a satisfying optimization problem, finally, we research a kind of method based on fuzzy programming to solve a satisfied optimization problem with some constrains and this method has been verified by the simulation results
在此基礎上對一類模糊不確定環境中存在生產約束時的滿意優化控制問題，在預測控制的框架下把具有模糊邊界約束的有限預測時域的優化問題轉化為等價的確定性規劃問題，並且進行了模擬，模擬結果表明了該演算法是有效的。 -
New methods for fuzzy programming problems based on order structure
基於序結構的模糊規劃問題求解方法 -
Fuzzy programming method of security portfolio
證券組合投資的模糊規劃方法 -
This paper studies the ways to comfotmate the models of portfolio investment combi - nation, and demonstration analysis, divided into three parts. the first part : exordium. mainly introduces the risk of portfolio investment. the second part : brings forward several kinds of investment combination model, including the traditional markowitz model, multiobjective programming and fuzzy programming. the third part : goes along with the demonstration analysis of each kind of model basted on the shanghai stock market, at the same time, appraises the superiority and inferiority with the single - parameter measurement of tangible achievement. before then, most papers discussed the static models, this paper extends the static models to the dynamic models by the means of weighted moving average and bayes estimation
本文研究了證券投資組合模型的構造方法及其實證分析，分三部分進行：第一部分，緒論，主要介紹證券投資的風險；第二部分，提出幾種投資組合模型，在傳統的馬柯維茨模型及線性規劃的基礎上，本文另外提出多目標規劃的其它解法，並把前人模糊規劃的理論應用到具體的建模中；第三部分，根據我國的滬市行情，對各種模型進行實證分析，並利用實績的單參數度量對各種模型的優劣性進行評價。 -
Traditional uncertain programming mainly contains stochastic programming and fuzzy programming, which have many applications in manufacture, economy and management etc. especially, the theory of stochastic or fuzzy linear programming is more complete, so it has more applications than stochastic or fuzzy nonlinear programming
傳統的不確定規劃主要分為兩大類：隨機規劃和模糊規劃，並且在生產、經濟及管理等諸多方面已有廣泛的應用，特別是隨機線性規劃和模糊線性規劃理論較為完善，應用更加廣泛。
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