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无限规划的英文

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"无限规划"怎么读用"无限规划"造句

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  • infinite programming

例句与用法

  • On dual gap of semi - infinite programming
    关于半无限规划的对偶间隙
  • An feasible direction algorithm for solving generalized semi - infinite programming
    广义半无限规划问题的一种可行方向算法
  • Optimality conditions for symmetrically differentiable semi - infinite programming under generalized uniform v - type i invexity
    型多目标半无限规划的最优性条件
  • The paper consists of three parts : in the first chapter , we briefly give a review on the origin , applications , development of semi - infinite programming , also the developing situation of it is presented
    本论文有三部分组成。第一章概括地介绍了半无限规划问题产生、发展、应用和研究的现状,从而引出我们后面的研究课题,并进一步指出尚待研究的问题。
  • Then we propose the problems that will be discussed in the following papers . also , we introduce the theory in the field of feasible region for semi - infinite programming , and concluded that in some area around the feasible points , feasible region can be expressed by finite inequality constraints , this results gives a base to the following algorithms
    接着介绍了半无限规划可行域的结构和稳定点的稳定性,指出了关于可行域结构理论研究的现状,并指出在一定的条件下,在可行点的局部邻域内,可行域可以有有限个不等式约束来表示,这为第二、三章半无限规划问题的算法提供了理论基础。
  • In chapter 3 , we give an equivalent form of semi - infinite programming , and a locally convergent ssle method is proposed for sip . we only need solve a linear system equations and a subproblem with a parameter per step , also a modified algorithm which saves cost of computations is given , at the end of the paper , we give a proof of the convergence for the algorithms
    第三章通过适当的变形,得到半无限规划问题的一个等价形式,并给出一个局部收敛的序列线性方程组算法,这个算法在每一步,只需求解一个线性方程组和一个带参数的非线性子问题,证明了算法的收敛性,同时,给出了一个修正算法,与前面算法相比较,修正算法节约一定的计算量,同样具有较好的收敛性。
用"无限规划"造句  
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