Tech Talk & Chat– Converting Weak to Strong MIP Formulations

Watch this Tech Talk on converting weak to strong MIP formulations. Key members of the Gurobi team will distinguish weak formulations from strong ones, from the perspective of the models and associated physical systems rather than the underlying theory.

Switching to Gurobi From Another Solver

We often get questions asking how easy it is to switch to Gurobi and what help is available if it is needed. The general answer is that switching to Gurobi is much easier than many people think. The majority of switchers are able to migrate their model(s) on their own using resources already available on www.gurobi.com.

Products of Variables in Mixed Integer Programming

Products of problem variables appear naturally in quadratic programs. Special preprocessing, linearization and cutting plane techniques are available to deal with such products. If at least one of the two variables in a product is binary, then the product can be modeled using a set of linear constraints. As a consequence, there are many mixed integer linear programs (MILPs) that actually contain products of variables hidden in their constraint structure. Rediscovering these product relationships between the variables enables us to exploit the solving techniques for product terms.

Non-Convex Quadratic Optimization

This video shows one of the major new feature in Gurobi 9.0, the new bilinear solver, which allows users to solve problems with non-convex quadratic objectives and constraints such as QPs, QCPs, MIQPs, and MIQCPs.

Gurobi QCP and SOCP Optimizer Overview

This 50 minute video covers our new QCP and SOCP optimizer for solving quadratically-constrainted models with Gurobi. This new capability is built on top of an efficient Second-Order Cone Programming (SOCP) solver. This seminar will discuss the design choices we made in building this new optimizer, and the impact of these choices on overall performance and robustness.

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