A minimax or saddle point in a two-dimensional array is an element that is the minimum of its row and the maximum of its column, or vice verse. For example, in the following array 11 22 33 33 99 55 66 77 77 44 99 22 the element 33 is a minimax because it is the maximum of row 0 and the minimum of column 2. The element 55 is another minimax because it is the minimum of row 1 and the maximum of column 1. Write a program that reads a 4-by-3 matrix, and then prints the location and value of each minimax in the matrix. For example, it would print a[0][2] = 33 is a minimax a[1][1] = 55 is a minimax for the matrix shown above

Database System Concepts
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ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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A minimax or saddle point in a two-dimensional array is an element that is the minimum of its row and the maximum of its column, or vice verse. For example, in the following array
11 22 33 33 99 55 66 77 77 44 99 22
the element 33 is a minimax because it is the maximum of row 0 and the minimum of column 2. The element 55 is another minimax because it is the minimum of row 1 and the maximum of column 1.
Write a program that reads a 4-by-3 matrix, and then prints the location and value of each minimax in the matrix. For example, it would print
a[0][2] = 33 is a minimax a[1][1] = 55 is a minimax
for the matrix shown above.

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