1) interior point
内点
1.
A geometric inequality and its application for an interior point of simplex;
涉及单形内点的一个几何不等式及其应用
2.
A class of geometric inequalities for an interior point of a simplex;
关于单形内点的一类几何不等式
3.
Using analytic method and theory of geometric inequality,we study the problem of geometric inequalities concerning n-dimensional simplex and its interior point in.
应用解析方法和几何不等式理论研究了n维欧氏空间En中n维单形Ωn的外接球半径及Ωn中内点之间的几何不等式问题,建立了涉及单形Ωn的外接球半径以及Ωn中内点到各侧面距离之间的几何不等式,作为其应用,进一步改进了著名的M。
2) inner point
内点
1.
For the first time,the authors apply sequential quadratic programming of inner point as a solver to algorithm of quadratic programming for dynamic optimization of frame structure.
首次将内点序列二次规划法应用于框架结构的动力优化领域 ,并作为二次规划算法的求解器 ,改善整个优化问题的运算效率 。
2.
In this paper,we prove a conclusion as following:The necessary and sufficient condition that Banach space is infinite dimension is that it exists nonempty convex subset B without inner point so that B is not on any closed hyperplane.
证明如下结果：设Ｘ是Ｂａｎａｃｈ空间，则Ｘ是无限维的充分必要条件是存在不含内点的非空凸集Ｂ，使得Ｂ不在任何一个闭超平面上。
3) inliers and outliers
内点外点
5) Interior point method
内点法
1.
A weaker condition of combined homotopy interior point method for getting K-K-T point of general nonlinear programming;
同伦内点法解一般非线性规划K-K-T点的较弱条件
2.
Strategies of Power System Transient Stability Control Based on Interior Point Method Optimal Power Flow;
基于内点法最优潮流的电力系统暂态稳定控制策略
3.
An interior point method is used to solve the multi-objective OPF.
并用与系统规模关系不大的内点法对模型进行求解。
6) cell centered scheme
内节点法
1.
In the simplified model,the governing equation of heat conduction is discretized using implicit finite difference method, and the computational domain is discretized using cell centered scheme,and the solution of Maxwell equation is used to determine the distribution of the internal heating sources.
使用的简化模型中热传导方程的离散采用隐式差分法、区域的离散采用内节点法,并以Maxwell方程的解确定内热源分布。
补充资料：内点
若z0及其邻域均属于点集e，则称z0为该点集的内点。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条