fractional programming 中文意思是什麼

fractional programming 解釋
分式規劃
  • fractional : adj. 1. 零碎的，斷片的。2. 【數學】分數的，小數的，有零數的；不足買賣單位的。3. 【化學】分餾的，分級的。
  • programming : 編程序的
  1. Existence of solutions and properties for nonlinear fractional bilevel programming

    一類非線性分式雙層規劃的解及其性質
  2. The structure and search procedure of solution sets of linear fractional programming in general form

    一般形式線性分式規劃解集的結構與求法
  3. A way to find the set of optimal solutions in linear fractional programming

    線性分式規劃最優解集的求法
  4. Incomplete lagrange function and saddle point optimality criteria for a class of nondifferentiable generalized fractional programming

    函數與鞍點最優性準則
  5. In assembler programming, indicating the number of digit positions in object code to be occupied by the fractional portion of a fixedpoint or floatingpoint constant

    在匯編程序設計中，指出定點數或浮點數的小數部分在目標代碼中所?用的位數。
  6. In assembler programming, indicating the number of digit positions in object code to be occupied by the fractional portion of a fixed - point or floating - point constant

    在匯編程序設計中，指出定點數或浮點數的小數部分在目標代碼中所佔用的位數。
  7. In this paper, by considering the fuzzy nature of the decision - maker in the problem formulation process, multiobjective linear fractional programming problems with fuzzy decision are formulated

    針對實際問題中決策變量通常是模糊的情況，討論具塊角結構的含有模糊決策的線性分式多目標規劃模型。
  8. Abstract : in this paper, by considering the fuzzy nature of the decision - maker in the problem formulation process, multiobjective linear fractional programming problems with fuzzy decision are formulated

    文摘:針對實際問題中決策變量通常是模糊的情況，討論具塊角結構的含有模糊決策的線性分式多目標規劃模型。
  9. Liu and wu ( ref. 26 ) presented sufficient conditions and proposed three dual models for the generalized fractional programming problem with - pseudoinvexity and - quasi - invexity in ref. 26. preda ( ref. 27 ) introduced generalized ( f, ) - convexity, an extension of f - convexity and generalized - convexiry ( ref. 28 - 29 ), relative results are also given for multiobjective programming problems

    而preda在文獻[ 27 ]中，又引入了推廣的（ f ， ）一凸性，它是f ?凸性和推廣的?凸性（見文獻[ 28 - 29 ]的結合和延伸） ，同時給出了一些相關結果。
  10. In the paper, we generalize and improve the subject investigated and the assumptions being used, while achieving similar results via the combination of the methods and techniques which are used to fractional programming and bilevel programming study

    本文在研究對象和所用假設條件方面都做了一些推廣和改進，結合運用分式規劃和雙層規劃的研究方法和技巧，得到了類似的結果。
  11. In section 2, a certain linear fractional bilevel programming problem ( lfbp ) is introduced and studied in which the leader ' s objective function is a linear fractional function and the leader ' s constraints are linear, and the follower ' s programming is a linear programming with parameters. it is proved that, under certain conditions, the existences of the optimal solution to the problem ( lfbp ). under a fairly week condition, some results are explored concerned with an exact penalty function formulation of the problem ( lfbp )

    首先給出了一些預備知識，並證明了在一定的條件下，問題（ lfbp ）解存在；然後在較弱的條件下給出了問題（ lfbp ）的一些有關恰當罰函數的結果；接著總結了問題（ lfbp ）的一些有關lagrange對偶的結果；最後利用例子說明了前面給出的結果，並通過例子說明所用的假設條件確實比現有常用的假設條件更弱。
  12. Furthermore, a mixed type dual for the primal problem is established and duality results are obtained. after that, the optimality sufficiency conditions and duality results for the nonlinear fractional programming problem are presented under generalized ( f, or, p, d ) - convexity assumptions

    接著建立了含有等式約束和不等式約束的非線性多目標規劃問題的wolfe型對偶和mond - weir型對偶及原問題的混合類型對偶，並獲得了相應類型下的弱對偶定理和強對偶定理。
  13. A note on necessary optimality conditions for a class of generalized fractional programming

    一類廣義分式規劃最優性必要條件的注記
  14. Necessary optimality conditions for a class of nondifferentiable generalized fractional programming

    一類非可微廣義分式規劃的最優性必要條件
  15. Optimality conditions and duality of - weak efficient solutions for a class of multiobjective fractional programming

    弱有效解的最優性條件和對偶
  16. Multiple objective linear fractional programming based on fuzzy set theory

    基於模糊集理論的多目標線性分式規劃
  17. The optimal conditions of the linear fractional programming problem with constraint

    帶有約束線性分式規劃問題的最優性條件
  18. Mixed type duality for a class of nondifferentiable generalized fractional programming

    一類非可微廣義分式規劃的混合型對偶
  19. Using the - level sets of fuzzy numbers, the corresponding nonfuzzy - multiobjective line fractional programming problem is introduced

    使用-水平集，建立了對應的-多目標規劃模型。
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