Practical Data Science with Python 3 by Ervin Varga

Author:Ervin Varga
Language: eng
Format: epub, pdf
ISBN: 9781484248591
Publisher: Apress

2.Recursively treat groups L and R as separate subproblems and find their solutions as tuples (pL, qL, dL) and (pR, qR, dR), respectively. Take d = min(dL, dR) and remember from which group that minimum came.

3.Check if there is any point in L and R whose distance is smaller than d. Select all points of L and R whose x coordinate belongs to interval [x – d, x + d]. Sort these middle (M) points by their y coordinate (the ordering doesn’t matter).

4.Iterate over this sorted list, and for each point, calculate its distance to at most seven subsequent points and maintain the currently found best pair. Let it be the triple (pM, qM, dM).

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