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Searching in two dimensions Let M be an n n integer matrix in which the entries of each row are sorted in increasing order (
Searching in two dimensions Let be an integer matrix in which the entries of each row are sorted in increasing order from left to right and the entries in each column are sorted in increasing order from top to bottom Give an algorithm to find the position of an integer in or to determine that is not there. In the worst case, the algorithm should do a maximum of comparisons. Algorithms doing more comparisons get zero points. Description of the algorithm points Brief justification why the algorithm is correct point Brief justification why the algorithm runs in time point
Searching in two dimensions
Let be an integer matrix in which the entries of each row are sorted in increasing
order from left to right and the entries in each column are sorted in increasing order from
top to bottom Give an algorithm to find the position of an integer in or to determine that
is not there. In the worst case, the algorithm should do a maximum of comparisons.
Algorithms doing more comparisons get zero points.
Description of the algorithm
points
Brief justification why the algorithm is correct
point
Brief justification why the algorithm runs in time
point
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