• According to the theory of optimization problem and the idea of network method, the Practical Bisection Algorithm of solving optimization problem is presented.

    依据最优化问题理论和网格法思想,提出解最优化问题的实用二分算法。

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  • Cyclic mapping and reduction recursive bisection method were used to parallel the molecular dynamics.

    分别用循环映射法和简化递归对剖法实现了分子动力学的并行计算。

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  • The algorithm uses bisection method to allocate bandwidth to the frames in the current window by virtue of R-D model of FGS.

    该算法通过FGS的失真模型,使用二分法对当前窗口中的所有帧进行速率分配。

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  • Based on the improved SNN similarity matrix and spectral bisection method, this paper proposed a new algorithm for detecting the community structure in complex networks.

    基于改进的SNN相似度矩阵与谱平分法,提出了一种寻找复杂网络社团结构的算法。

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  • A recursive spectral bisection method is applied to partition non-structured triangular meshes in parallel CFD for the treatment of load balance and minimum cut graph bisection.

    将递归谱对剖分方法应用于流体力学并行计算中的非结构网格分割,以解决负载平衡和最小切割问题。

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  • The roots are extracted in the root sections by method of bisection or secant.

    采用二分区间求根法或弦截求根法确定故障点。

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  • Furthermore, we compute the Riemann solution by using a bisection method combined with the phase-plane analysis.

    进一步地,我们采用二分法与相平面分析结合的方法计算压差方程的数值解。

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  • Lagrange solution is employed to convert the constrained optimization problem and bisection method is used to reach a fast convergence in searching for the optimize Lagrange multiplier.

    该算法利用拉格朗日算法将约束条件下的最优化问题进行转化,并采用对分算法加快搜索最优拉格朗日乘子的收敛速度。

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  • By means of Laplacian spectrum recursive bisection partitioning method, firstly the power network is partitioned into branch-cut form; then the branch-cut form is changed into node-split form.

    利用基于拉普拉斯谱划分的递归二分法将电力网络进行支路切割,然后将支路切割转换为节点撕裂。

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  • Based on this relation, boundary orthogonalization can be achieved by the search method of stepwise extension and the bisection algorithm with iterative methods in solving equations.

    根据这种关系,可以用方程迭代求根方法中的增值寻根法和对分法,使网格边界正交化。

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  • Based on this relation, boundary orthogonalization can be achieved by the search method of stepwise extension and the bisection algorithm with iterative methods in solving equations.

    根据这种关系,可以用方程迭代求根方法中的增值寻根法和对分法,使网格边界正交化。

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