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- A deterministic global optimization algorithm is proposed for a class of fractional programming problem (P1), which can be generally applied to engineering. 摘要對廣泛應用於工程中一類比式規劃問題(P1)給出了一個確定性全局優化演算法。
- 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數通常是模糊的情況,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。
- 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
- A class of fractional programming problem with absolute value objective functions 目標函數含絕對值的一類分式規劃問題
- Optimal conditions and duality for a class of semi-infinite Fractional programming problems 一類半無限分式規劃問題的最優性條件及對偶性
- Optimality Conditions and Duality for a Class of Nonlinear Fractional Programming Problems 一類非線性分式規劃問題的最優性條件和對偶
- Saddle-Point and Duality of Multiple-Criteria Fractional Programming Problems with Generalized Convexity 廣義凸性下多目標分式規劃的鞍點及對偶
- This model is formulated as a bilevel programming problem. 此模型公式化為一雙水平規劃問題。
- Furthermore, some optimality conditions and duality results are also obtained for the fractional multiple objective programming problem involving semilocal E-convex functions and related functions. 而且對涉及半局部E-凸函數及相關函數的分式多目標規劃,也得到了某些最優性條件與對偶結果。
- This paper presents a determined global optimization algorithm for solving linear fractional programming. 摘要針對分式規劃問題的求解,給出一個確定性全局優化演算法。
- This paper considers the nonlinear programming problem of interval parameters. 摘要討論了區間參數非線性規劃問題。
- A perturbed problem for semidefinite programming problem was constructed. 摘要構造半定規劃的一個擾動問題。
- In this paper, linear bilevel programming problem (LBP) is considered. 摘要關於線性二層規劃的求解問題。
- Based on the convex simplex method for nonlinear programming, sensitivity analysis to changes in technical coefficients of linear fractional programming is presented. 摘要基於求解非線性規劃的凸單純形法,對線性分式規劃技術係數變化進行靈敏度分析。
- This paper concerns nonsmooth semidefinite programming problems. 摘要首次考慮了非光滑半定規化問題。
- An interactive linear fractional programming algorithm is presented to solve multiple attribute decision problems based on the assumption that the decision-maker has a linear utility function. 摘要基於決策者的線性效用函數提出了一種求解多屬性決策問題的交互線性分式規劃演算法。
- If you think of a programming problem as terrain that you have to traverse, a design pattern is at best a partial map. 如果您將編程問題想象成一個必須穿過的地區,那麼設計模式最多只是一張局部地圖。
- We give the proof about the optimality criterion and describe an efficient algorithm for piecewise linear fractional programs on the network. 為進一步解決網路圖上非線性目標函數的優化問題提供了依據。
- In this paper, we focus on bilevel programming problem with a common decision variable in the upper level and lower level programming. 摘要主要討論上下層具有共同決策變數的一類二層規劃問題的求解方法。
- Using a genetic algorithm coded by MATLAB, the nonlinear programming problem was calculated. 針對此分段非線性函數規劃問題,運用MATLAB編寫遺傳演算法程序進行了計算。