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Gurobi Optimizer Delivers Multi-Objective Optimization
Gurobi supports models with multiple, competing objectives—with flexibility in how they are prioritized.
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Gurobi is used in dozens of industries and by over 2,400 companies. The reason for such broad use is our ability to rapidly solve a wide range of problem types, proven scalability, our broad range of supported APIs and developer tools, and our outstanding support. This page lists examples of those industries. Please contact us so we can discuss your unique needs.
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Gurobi supports models with multiple, competing objectives—with flexibility in how they are prioritized.
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Use Gurobi as a “digital twin” for your business—enabling you to explore the business impact of certain decisions or what-if scenarios, before they happen.
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Gurobi natively support models with nonlinear relationships, without the need for linear approximations.
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We designed our code to fully exploit parallelism. It’s not a sequential code that was parallelized, but a fundamentally parallel code that you can also choose to run sequentially.
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When confronted with the task of choosing parameter values that might lead to better performance on a model, the long list of Gurobi parameters may seem intimidating. To simplify the process, we include a simple automated parameter tuning tool
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A well-tuned model can make all the difference. So we offer tuning tools and a team of optimization experts to help.
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Directly solve models with convex, piecewise-linear objective functions, to better capture certain non-linear problems.
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Gurobi Optimizer works across a broad range of computing platforms, so you can work the way you want to work.
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The Gurobi Experts Team is here to help you be successful with optimization
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With our Python API, you get the ease of a modeling language with the power of a programming language.
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While Gurobi is designed to identify your single, proven-optimal solution, you can also tweak the parameters so you can find other, non-optimal solutions along the way.
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We built Gurobi Optimizer from the ground up to be the most powerful solver available—for all major problem types.
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