文件名称:101
介绍说明－－下载内容均来自于网络，请自行研究使用
若矩阵Am×n中的某个元素aij是第i行中的最小值，同时又是第j列中的最大值，则称此元素为该矩阵中的一个马鞍点。假设以二维数组存储矩阵Am×n ，试编写求出矩阵中所有马鞍点的算法。
注意一行（列）中可能有多个最小（大）值
可用下列矩阵进行测试：
1 2 3 1 1 1
4 7 6 2 2 2
7* 7* 9 3* 3* 3* （*表示马鞍点）
-If the matrix Am × n aij is an element in the i-th row of the minimum, but it is also the maximum value of the j-th column, this element of the matrix called a saddle point. Assuming a two-dimensional array to store the matrix Am × n, find test preparation for all saddle-point matrix algorithm. Note that a row (column) in the smallest possible number of (large) value can be used to test the following matrix: 1231114762227* 7* 9 3* 3* 3* (* indicates the saddle point)
注意一行（列）中可能有多个最小（大）值
可用下列矩阵进行测试：
1 2 3 1 1 1
4 7 6 2 2 2
7* 7* 9 3* 3* 3* （*表示马鞍点）
-If the matrix Am × n aij is an element in the i-th row of the minimum, but it is also the maximum value of the j-th column, this element of the matrix called a saddle point. Assuming a two-dimensional array to store the matrix Am × n, find test preparation for all saddle-point matrix algorithm. Note that a row (column) in the smallest possible number of (large) value can be used to test the following matrix: 1231114762227* 7* 9 3* 3* 3* (* indicates the saddle point)
(系统自动生成,下载前可以参看下载内容)
下载文件列表
101.cpp