A typical solver follows the divide-and-conquer strategy, first branching the space of potential solutions into smaller pieces. Then, the solver utilizes a procedure called slicing to straighten out these more modest pieces so they can be looked quicker.
Cutting purposes a bunch of decides that fix the inquiry space without eliminating any doable arrangements. Separators—algorithms designed to solve various MILP problems—are responsible for the generation of these rules.
Wu and her group tracked down that the most common way of distinguishing the best mix of separator calculations to utilize is, in itself, an issue with a dramatic number of arrangements.