Learn how to solve optimization problems with discrete variables using integer programming. This article covers the basics, modeling, solving, resources, and tips for integer programming.

Integer programming is a crucial branch of mathematical optimisation that focuses on problems where some or all decision variables are constrained to be integers. This field underpins many ...

Inspired by the search method of harmony search algorithms, we propose an other version of improved harmony search(IHS)algorithm to solve integer programming problems. This paper designs a novel ...

This paper presents the results of experimentation on the development of an efficient branch-and-bound algorithm for the solution of zero-one linear mixed integer programming problems. An implicit ...

Integer programming works for airline scheduling by formulating the problem as a large-scale mixed-integer linear program (MILP), where some variables are continuous and some are integer.

Some duality results for integer programming based on subadditive functions are presented first for linear programs and then for the group problem. A similar result for the knapsack problem is given ...

We describe a practical procedure for finding all solutions to a parametric family of nonseparable quadratic integer programs that differ in their resource availabilities. We outline a new method for ...

Applications of Integer and Semi-Infinite Programming to the Integer Chebyshev Problem ...

Quantum Integer Programming This repository encompasses materials developed during my internship and Master's thesis, focusing on Quantum approaches to combinatorial optimization, with a specific ...