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Suggested contributions #2
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Yep, it's active. And I think there's room for more functionality.
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OK. I sent a PR that finds an exact solution using integer linear programming. One advantage of this approach is that it can be easily generalized, for example, to finding a partition with the smallest sum of the two largest parts; adding multiplicity constraints; etc. I asked at the binpacking project and it seems they are not interested in contributions. |
Thanks, looks solid! I'm bit preoccupied these days but I'll make sure to dig in once time permits. |
Hi, are you still working on this project?
I have some code for k-way number partitioning, as well as for some related problems such as bin-packing and bin-covering. Will you be interested in adding them?
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