Setpoints for nuclear safety - related instrumentation 与核安全相关的仪器仪表的给定点
To interrupt execution at a given spot , usually for the purpose of debugging 在给定点中断执行,通常用于调试程序。
Finds the next item from a given point , searching in the specified direction 按照指定的搜索方向,从给定点开始查找下一个项。
Finds the next item from the given point , searching in the specified direction 按照指定的搜索方向,从给定点开始查找下一个项。
We shall give long paths of large subsets in cubic graphs by the way of the contractions 利用图的可收缩性,证明了三次图中包含给定点集大子集的路
To calculate the actual curvature of the surface at a given point , the two vectors must be multiplied by each other 去计算在一个表面上给定点的实际曲率,两个向量必须互相乘。
Establishing an ideal shot model , monte - carlo numerical calculation is used to obtain hollow - shot probability , the optimal shot velocity and angle and cut - off velocity 摘要建立理想的投篮模型,运用蒙特卡罗数值计算方法得出给定点的空心中框概率,并由此得到最佳投篮速度、最佳投篮角度和截止投篮速度。
They have a dual property that an optimal solution of problem a could be a straight - line connecting two given points and an optimal solution of prob - lem b could be a point of intersection of two given straight - lines 我们发现问题a和问题b有很好的对偶性质:问题a的最优解可在某两个给定点的联线中找到;问题b的最优解可在某两条给定直线的交点中找到。
We mainly discuss four point - line location problems in the plane as follows : problem a is to determine a straight - line to mini - mize the total weighted distances from n given points ; problem b is to determine a point to mini - mize the total weighted distances from n given straight - lines ; problem c is to determine a straight - line to minimize the maximum weighted distances from n given points ; problem d is to determine a point to minimize the maximum weighted distances from n given straight - lines 我们主要研究了四个平面上的点-线选址问题a , b , c , d 。问题a是求一直线到n个给定点的加权距离和为最小,问题b是求一点到n条给定直线的加权距离和为最小,问题c是求一直线到n个给定点的最大加权距离为最小,问题d是求一点到n条给定直线的最大加权距离为最小。