[Cbc] Suboptimal solution as optimal?
Rhavar
rhavar at protonmail.com
Wed Dec 27 13:37:07 EST 2017
I have a problem:
https://gist.github.com/RHavar/dfb9de631363ecb9e1c326fff5ebd09b
(lp file and solution file attached)
In the solution it says: "Optimal - objective value" but I think I have found a superior solution by hand:
o6 = 1
i22 = 1
Which gives a better objective (70 instead of 825)
--
So I guess my question is, does "Optimal - objective value" mean that it's guaranteed to be the optimal solution? Or am I doing something wrong? Or is there a bug in cbc?
-Ryan
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