This is similar to the "longest increasing subsequence" problem. A very likely "solution" would be to:
create a directed, acyclic graph, connecting numbers that are a distance of 10 or more - this is O(n
2
)
iteratively, find the longest path start at the lowest number still contained in the graph
each time a path is found, eliminate those numbers and edges from the graph
You could probably use one of the
Graph
modules.
In reply to
Re: array splitting
by
perlfan
in thread
array splitting
by
CColin
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