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The master problem distributes to each subproblem the resources it can use and the price to pay.
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We propose various ways to improve the Benders master problem and the feasibility cuts.
In these column generation approaches, the master problem is often of a set partitioning type.
In the proposed procedure, the master problem will be developed using the surrogate constraints.
Restricted master problem.
Therefore, master problem is divided into sub-problems.
The master problem can be expressed as (7).
and (4) is referred to as the primal master problem.
Step 2: Solve the master problem as described in Sect.
We formulate the master problem and the subproblem as follows.
solve the following approximation of master problem (7) (13).
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