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Optimization with a linear objective function, subject to linear equality and linear inequality constraints.
4
votes
Linear Programming: algorithm to check if ratios can be combined with n bottles to equal a g...
I don't know what class this is for, and how much linear programming you are learning in it, so I don't really know what you need.
One way to do it: assuming $a_i + b_i + c_i = 1, \ \forall i$, use …
6
votes
A variant of the Assignment Problem
This can be formulated as an instance of min-cost (or in this case, max-profit) flow.
Set up a network as follows. There will be four layers.
The first layer is a single node we call the source. The …