How many other optimal solutions exist? How do I find those solutions. This article explains how to use the CPLEX solution pool.
Page 21 of 35
We compare a linear programming model written using Julia/JuMP with the same model written using Python/Pyomo.
We minimize trim waste in a paper manufacturing process. A theoretically perfect solution is impractical, so what can we do?
Designing an optimization model is difficult. This article explains common mathematical notation used to define optimization model formulations.
This article replicates and extends a transportation optimization model for managing a COVID-19 vaccination plan in Hong Kong.
Job sequencing is a common problem. Excel Solver can help you make optimal job sequencing decisions to minimize cost.
We present an example of project crashing using an optimization model to help the project manager decide what to do.
We explore methods to decide the best order for positioning devices in a rack: enumerate, heuristic, constraint programming, and linear program.
Sometimes we need more power to solve a model. This article describes how to solve a model using the CPLEX solver via the NEOS Server.
Given available resources, what mix of products will maximize profit? We can answer to question using Excel and the Solver add-in.
Given available stock of wire and a list of pieces required, what is the best way to cut the stock to fulfil demand while minimizing waste?
Using the SciPy library, we find an optimal solution to Aryabhata's approximation of trigonometric functions using ratios of quadratic polynomials.
