fuzzy linear programming 中文意思是什麼

fuzzy linear programming 解釋
模糊線性規劃
  • fuzzy : adj. 1. 有茸毛的,覆著細毛的,如茸毛的。2. 不清楚的。fuzziness n.
  • linear : adj. 1. 線的,直線的。2. 長度的。3. 【數學】一次的,線性的。4. 【動、植】線狀的;細長的。5. 由線條組成的,以線條為主的,強調線條的。
  • programming : 編程序的
  1. Some notes on optimum solution in fuzzy linear programming

    線性規劃最優解的一些注記
  2. A new approach to the optimal solution to fuzzy linear programming

    線性規劃最優解新探
  3. 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
  4. 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
  5. 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
  6. 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。
  7. 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
  8. 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。
  9. 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。
  10. Abstract : an integrated approach is proposed to investigate the fuzzy multi - attribute decision - making ( madm ) problems, where subjective preferences are expressed by a pairwise comparison matrix on the relative weights of attributes and objective information is expressed by a decision matrix. an eigenvector method integrated the subjective fuzzy preference matrix and objective information is proposed. two linear programming models based on subjective and objective information are introduced to assess the relative importance weights of attributes in an madm problem. the simple additive weighting method is utilized to aggregate the decision information, and then all the alternatives are ranked. finally, a numerical example is given to show the feasibility and effectiveness of the method. the result shows that it is easier than other methods of integrating subjective and objective information

    文摘:研究了結合主觀和客觀信息的模糊多屬性決策問題,其中主客觀信息分別由屬性權重的兩兩比較矩陣和決策矩陣組成.提出一種結合主觀和客觀信息的特徵向量決策方法,給出了2種求解基於主客觀特徵向量法的模糊多屬性決策方法.這種方法通過求解2個線性目標規劃模型得到最優屬性權重,然後,通過對決策信息進行簡單的加權集結,得到所有方案的排序結果.最後,通過一個算例說明了該方法的實用性和有效性.結果表明,該方法要比其他主客觀結合多屬性決策方法簡單
  11. An integrated approach is proposed to investigate the fuzzy multi - attribute decision - making ( madm ) problems, where subjective preferences are expressed by a pairwise comparison matrix on the relative weights of attributes and objective information is expressed by a decision matrix. an eigenvector method integrated the subjective fuzzy preference matrix and objective information is proposed. two linear programming models based on subjective and objective information are introduced to assess the relative importance weights of attributes in an madm problem. the simple additive weighting method is utilized to aggregate the decision information, and then all the alternatives are ranked. finally, a numerical example is given to show the feasibility and effectiveness of the method. the result shows that it is easier than other methods of integrating subjective and objective information

    研究了結合主觀和客觀信息的模糊多屬性決策問題,其中主客觀信息分別由屬性權重的兩兩比較矩陣和決策矩陣組成.提出一種結合主觀和客觀信息的特徵向量決策方法,給出了2種求解基於主客觀特徵向量法的模糊多屬性決策方法.這種方法通過求解2個線性目標規劃模型得到最優屬性權重,然後,通過對決策信息進行簡單的加權集結,得到所有方案的排序結果.最後,通過一個算例說明了該方法的實用性和有效性.結果表明,該方法要比其他主客觀結合多屬性決策方法簡單
  12. Then we prove that the optimal fuzzy decision of fuzzy linear programming is the intersection of the two functions

    其次論證了模糊線性規劃的最優模糊判決為這兩個線性函數的交。
  13. On the basis of this methods, many scholars studied simplex algorithm of fuzzy linear programming

    對此許多學者給出了它的簡捷演算法。不過這必須滿足一定條件。
  14. New method for ranking fuzzy numbers and its application in fuzzy linear programming

    一種新的模糊數排序方法及其在模糊線性規劃問題中的應用
  15. Fuzzy linear programming model for optimal design of main pipeline network in pump pressurized sprinkler irrigation system

    機壓噴灌干管管網優化的模糊線性規劃法
  16. Considering uncertainty of crude oils supplying, uncertainty of the capability and yield of equipments, uncertainty of the price of crude oils. the result is compared with the result found by pros vi. 5, verifying the advantage and realizability of fuzzy linear programming. the model can be used to workout a short - term, middle - term, long - term production plan, also it can be modified to optimize stratagem programming with more uncertainties

    建立了蘭州煉油廠的生產計劃模糊模型,該模型綜合考慮了原油供給的不確定性、生產裝置的生產負荷和收率分佈的不確定性、原油價格的不確定性,並進行了求解,求解結果和申迪公司圖形建模優化排產軟體模型結果作了對比,證明模糊優化方法編制煉油廠生產計劃的可實現性和優越性。
  17. At last, a method to fuzzy linear programming with fuzzy constraints is presented, and it is illustrated that the conclusion of this paper are correct and this algorithm is more simplex algorithm by numerical example

    最後給出了約束條件帶有模糊性的模糊線性規劃的相應解法,並用實例說明了本文結論的正確性與演算法的簡捷性。
  18. Fuzzy linear programming with constraint coefficients of triangle fuzzy numbers is transformed into classical linear programming by using a new ranking criterion of fuzzy numbers

    摘要利用一種新的模糊數排序準則,提出了約束條件中含有三角模糊數的模糊線性規劃轉化為經典的線性規劃的方法。
  19. In spite of different methods to a fuzzy optimal solution to the two classes of fuzzy linear programming, these methods have similar ideas : first is to fuzzify the objective function and constraints, i. e., to display the definition of fuzzy membership function. second is to transfer the fuzzy linear programming into one general linear programming, based on the fuzzy decision, then we can obtain the fuzzy optimal solution by solving this linear programming

    雖然求這兩類模糊線性規劃的模糊最優解的方法並不相同,但其思想具有相似性:首先是把目標函數或約束條件模糊化,給出他們的隸屬函數的定義;然後給出模糊判決,在此基礎上,規劃最終都可化為求一個普通規劃的解,這個解可看成模糊線性規劃的模糊最優解。
  20. 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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