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- parametri linear programming 参数线性规划
- parametri linear programing 参数线性规划
- Simplex Method for Linear Programming. 线性规划的单纯形算法。
- Thurs, Linear programming take home exam. 从开学到现在一直跟不上。
- One significant development was the introduction of linear programming. 一个重大的发展是线性规划的采用。
- It does not use the aux-iliary remedy of solving linear programming. 算法不再使用求解线性规划的辅助措施。
- The crop planning problem is often formulated as a linear programming. 庄稼规划问题常被认为是一个线性优化问题。
- Chapter five deals with some specializations of the simplex method and the development of optimality criteria in linear programming. 第五章处理一些专门的单纯形法和建立了线性规划的最优准则。
- Firstly, implicit complementarity problems (Abbr. ICP) is introduced by some optimization problems such as linear programming, quadratic programming. 首先通过线性规划、二次规划等最优化问题引出了文章要解决的对象。
- The thesis uses 0-1 integer linear programming to construct algorithm-hardware mapping models. 论文运用运筹学中的0-1整数规划方法建立算法-硬件映射模型。
- The Linear Programming only consider the cost, the quantity of Australian ore is too high to order. 一般线性规划方法得到的配矿方案单纯地考虑了成本因素，所需澳矿数量超出了目前所能提供的数量。
- The main contents of this course include linear programming, simplex arithmetic. 线性规划、单纯形法、西北角法、最大优化法，最短距离法。
- General linear programming has disadvantages of static, unadapted movement with objects and remarkable excursion. 因一般线性规划是静态的，不能适应研究对象系统的发展变化，解的漂移大。
- LPSVR decreased computational complexity of time and space by replacing quadratic programming with linear programming. LPSVR采用线性规划取代二次规划，使得计算的时间和空间复杂度大为降低。
- General linear programming has the disadvantages of static, unadapted movement with objects and remarkable excursion. 因一般线性规划是静态的，不能适应研究对象系统的发展变化，解的漂移大。
- Linear programming models seem tailor-made for solving capital budgeting problems when resources are limited. 当资源是有限的时候，线性规划模型似乎用定制的办法来解决资本预算问题。
- The discussion of the relation of bilevel linear programming problem(BLPP) and BBPP is also given. 此外，还讨论了二层线性规划与双目标规划的关系。
- Here we use the software of LINGO as a tool to study the fuzzy theory on linear programming. 本研究建构之模糊线性规划模式，利用LINGO套装软体进行求解。
- The two presented models (strategies) are formulated as mixed-integer linear programming (MILP) problems. 此两放水策略采用混合整数线性规划法进行模式化。
- Using a simplex method of linear programming in operational research ,we determinedthe optimal plan of turning amount. 采用运筹学中线性规划的单纯形法，确定了切削用量最优方案。
