搜索资源列表
鞍点
- java编程，计算一个数组中的鞍点，这个也是作业-calculate an array of saddle point, the operation is
javajdTwoDi
- 二维数组的鞍点实验，是一个试验的题目，包括源代码和项目分析。是初学者不可多的实例。-two-dimensional array of saddle point experiment is a test of topics, including the source code and project analysis. Beginners are not many examples.
andian
- 可以求一个矩阵的鞍点（即该矩阵的行最大点，列的最小点）-can seek a matrix of the saddle point (that is, the matrix of the largest firms point out the smallest points)
riritur
- 捕鱼和分鱼；用逆推法求EX=1+x+x.x/2!+x.x.x/3!......的值；找出一个二维数组的“鞍点”-fishing and the fish; Backstepping method used for EX x.x x = 1 / 2! x.x.x / 3 !...... value; find a two-dimensional array of the "saddle"
findSaddledot
- 找出一个4行5列的二维数组的”鞍点”，即该位置上的元素在该行上最大，在该列上最小。也有可能没有鞍点。-identify a line 4 5 2-D array of "saddle point," that is the position of the element in the largest firms, out of the smallest. They may not saddle point.
数据结构第四次作业
- 十字链表和求鞍点的程序-Cross and saddle point for the procedure
Andian_seek
- 一个求二维数组鞍点的实例-a two-dimensional array for the example saddle point
找出一个3x3数组的“鞍点”
- 找出一个3x3数组的“鞍点”-find a 3x3 array of "saddle"
找鞍点
- 在一个矩阵中寻找鞍点，若一个元素是所在行的最大值，且是所在列的最小值，则为鞍点
找出一个3x3数组的“鞍点”
- 找出一个3x3数组的“鞍点”-find a 3x3 array of "saddle"
鞍点
- java编程，计算一个数组中的鞍点，这个也是作业-calculate an array of saddle point, the operation is
AnDian
- visual c++6.0实现的判断一个任意(i*j)二维数组上是否存在鞍点-visual c++ 6.0 judgment realize an arbitrary (i* j) the existence of two-dimensional array on the saddle point
saddle
- 一个寻找马鞍点的程序,-A saddle point search procedure,
saddlepoint
- 在m×n的矩阵中有一个元素a[i,j]满足下述条件：a[i,j]既是第i行元素中的最小值，又是第j列元素中的最大值（称为鞍点），此程序是求矩阵鞍点的算法-In the m × n matrix has an element of a [i, j] satisfy the following conditions: a [i, j] is not only the first i elements of the minimum trip,
andian
- c++计算曲面鞍点 c++计算曲面鞍点-c++ calculated saddle-point surface c++ calculated saddle-point surface
Andian
- 找出一个二维数组的鞍点，即该位置上的元素在该行上最大、在该列上最小（也可能不存在鞍点）。-Two-dimensional array to find a saddle point, that is, the position of the elements in the bank' s largest and the smallest in the series (also saddle point may not exist).
data_manipulation
- 包含一些比较常见的数据操作算法：素数判断、矩阵转置、将数组中m个数循环后移n个位置、调用时间函数求运行时间、调用相关time函数进行日期推算、矩阵鞍点、链表的相关操作等-Contains some of the more common data manipulation algorithms: Prime judge, matrix transpose, the array m the number of cycles shifted
Saddle-point
- 在labview中实现3*3矩阵的鞍点！-Saddle point.
2
- 一种找二维数组中的马鞍点的新算法，程序简洁易懂-A two-dimensional array to find the saddle point in the new algorithm, the program easier to understand
鞍点
- 若矩阵A中存在某个元素aij是i行最小值j列最大值，则称为鞍点，求矩阵中的鞍点(If the existence of an element AIJ in the matrix A is the maximum value of the minimum J column of the I line, it is called the saddle point, and the saddle point in the matrix is