Solving Integer Linear Programs

This lecture focuses on solving integer linear programs, starting with understanding the concept of integer value linear programs and comparing them to relaxed problems. The tutorial covers constructing feasible regions graphically, applying the Comory Calcing Plane algorithm to chop off non-integer parts, and using branch and bound method to find optimal solutions. It also delves into the concept of convex hulls, reformulating problems by introducing binary decision variables, and coupling variables to remove if-else statements in cost functions.