fuzzy linear programming造句

• Some notes on optimum solution in fuzzy linear programming
  线性规划最优解的一些注记
• Optimizing capital structure by fuzzy linear program
  用模糊线性规划优化公司资本结构
• A new approach to the optimal solution to fuzzy linear programming
  线性规划最优解新探
• Calculator simulate of most satisfactory solution in fuzzy linear programming
  模糊线性规划最满意解的计算机模拟
• A kind of fuzzy linear programming problems based on interval - valued fuzzy sets
  一类基于区间模糊集的线性规划问题
• Application of fuzzy linear programming to the software of optimizing feed formula
  模糊线性规划在优化饲料配方软件中的应用
• We propose using fuzzy linear programming to workout a production plan
  本文提出用模糊线性规划方法编制炼油企业生产计划。
• Venture investment decision analysis based on the theory of fuzzy linear programming
  基于模糊线性规划理论的风险投资决策分析
• In the last chapter , latest research on fuzzy linear programming has been introduced
  最后一章指出了模糊线性规划研究的新方向。
• Zimmermann ' s methods is used to solve the first class of fuzzy linear programming
  Zimmermann算法就是针对求解类模糊线性规划提出的。
• New method for ranking fuzzy numbers and its application in fuzzy linear programming
  一种新的模糊数排序方法及其在模糊线性规划问题中的应用
• On the basis of this methods , many scholars studied simplex algorithm of fuzzy linear programming
  对此许多学者给出了它的简捷算法。不过这必须满足一定条件。
• Improvement on the method for solving fuzzy linear programming problems through the satisfaction of constraints
  混合优先约束下带模糊交货期的单机调度问题的研究
• Fuzzy linear programming model for optimal design of main pipeline network in pump pressurized sprinkler irrigation system
  机压喷灌干管管网优化的模糊线性规划法
• Then we prove that the optimal fuzzy decision of fuzzy linear programming is the intersection of the two functions
  其次论证了模糊线性规划的最优模糊判决为这两个线性函数的交。
• A model of fuzzy linear programming of city land use based on the constraint of transport system capacity was put forward
  摘要提出了基于交通系统容量约束的城市土地使用模糊规划模型。
• Then , in the second chapter , it is generalized some results of the first class of fuzzy linear programming in our country and abroad
  第二章总结了目前国内外关于类模糊线性规划的一些结果。
• With the development of fuzzy theory , research on fuzzy linear programming has become very popular because real world is often uncertain
  不确定性在现实生活中的普遍存在，使得模糊线性规划的研究和应用非常广泛。
• Therefore , the disturbing fuzzy linear programming is established and applied objectively , reasonably , practically in economy and management
  在此基础上，建立起了扰动模糊线性规划模型，它将更客观、合理、实用地应用到经济和管理中
• 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
  摘要利用一种新的模糊数排序准则，提出了约束条件中含有三角模糊数的模糊线性规划转化为经典的线性规划的方法。