Which of the following approaches to solving integer linear optimization problems tries to identify the convex hull by adding a series of new constraints that do not exclude any feasible integer points?
A)Branch-and bound approach
B)Cutting plane approach
C)Trial-and-error approach
D)Convex hull approach

Question

Quizplus · Accepted Answer

The cutting plane approach to solving integer linear optimization problems involves adding new constraints to the problem to more closely approximate the convex hull of the feasible integer points. This method does not exclude any feasible integer points but rather aims to eliminate fractional solutions from the linear programming relaxation, thereby moving closer to the optimal integer solution.

Which of the Following Approaches to Solving Integer Linear Optimization