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jump-dev/JuMP.jl

JuMP.jl: A Julia Modeling Language for Linear, Conic and Nonlinear Optimization

Modeling language for Mathematical Optimization (linear, mixed-integer, conic, semidefinite, nonlinear)

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At a glance

What is it?
JuMP.jl embeds a mathematical optimization modeling language in Julia, so the same model code can be handed to different solvers. It fits engineers who already write Julia and want to stop translating models by hand.
Who is it for?
Adopt JuMP.jl if your models live in Julia and you want one syntax for linear, mixed-integer, conic, semidefinite and nonlinear problems across interchangeable solvers; skip it if Julia is not already in your stack, because the modeling layer only pays off once the solver and the language are both acceptable.
Can I use it commercially?
Check first. The repository uses a licence we do not classify automatically, so read its LICENSE file before any commercial use.
Is it still maintained?
Yes. The repository last received commits 2 days ago.
What is it written in?
Mainly Julia, according to GitHub's language statistics.

Answers come from the project's GitHub data, last synced on September 28, 2026, and from our analysis. They are not legal advice.

DEEP OPEN-SOURCE ANALYSIS

The problem JuMP.jl solves for Julia users

Optimization code usually splits in two: a model that describes variables, an objective and constraints, and a solver that actually searches for a solution. Writing the model directly against a solver API ties the formulation to that solver. Writing it in a modeling language keeps the formulation separate, so changing the backend does not mean rewriting the model. JuMP.jl is that layer, implemented as a domain-specific language embedded in Julia. The README describes it as "a domain-specific modeling language for mathematical optimization embedded in Julia." The topics attached to the repository name the ground it covers: linear programming, mixed-integer programming, conic programs, semidefinite programming and nonlinear programming. The intended user is someone who already works in Julia and wants model code that reads close to the mathematics, rather than a matrix assembled by hand. If your team writes Python or C++, the embedding is the whole point and it will not transfer.

How the modeling layer separates from the solver

Because JuMP is embedded rather than a standalone file format, a model is ordinary Julia code that builds an internal representation, and a solver is attached to that representation. That split is what the README's documentation links imply: the install line brings in JuMP, while the solver is a separate decision. The benefit is that the same objective and constraint syntax can be reused when the problem class changes, for instance when a linear relaxation becomes a mixed-integer model or when a conic constraint is added. The cost is that the modeling layer is only as good as the solver behind it, and the repository does not enumerate supported backends. The README points readers to the documentation at jump.dev for details, and that is where solver compatibility has to be confirmed. The repository is not archived, and its last push was on 2026-09-27, so the codebase is being touched, but the README itself is thin on architecture and backend coverage. Treat the documentation site, not the README, as the reference for what a given solver supports.

Installing JuMP.jl and building a first model

The README gives one install path: the Julia package manager. Run the following in a Julia session; the README shows exactly this form, and it adds the tagged release from the General registry.

julia
import Pkg
Pkg.add("JuMP")

For the development version the README shows a different call, which pulls the master branch instead of the tagged release. Use this only if you need unreleased changes, since it tracks a moving branch.

julia
import Pkg
Pkg.pkg"add JuMP#master"

After installation, the README's next step is the documentation at jump.dev, which is where model construction, solver attachment and the tutorials live. The README does not include a worked model example, so there is no code here for declaring variables or constraints: that material is on the documentation site, and copying a formulation from anywhere else risks using an API the current release does not have. What you should see after the install call is a package added to the active Julia environment, with no solver included. Choosing and adding a solver is a separate action, and the README does not name one.

Where JuMP.jl is the wrong tool

The embedding is a real constraint. If your production system is Python, adding Julia to the stack means a second runtime, a second dependency manager and a second set of deployment concerns, all to gain a modeling syntax. For a single small linear program that a solver's own Python interface already expresses cleanly, JuMP adds a language boundary without adding capability. There is a second limitation that the README makes visible by omission: JuMP is a modeling layer, not a solver. Installing it does not give you anything that can find an optimum. The README's install instructions stop at the package, and the documentation is where solver selection is covered, which means a reader who only skims the README can install JuMP and then find that no problem can be solved until a backend is added. Finally, the README does not document rollback or downgrade steps. If a release changes behavior your model depends on, the README offers no procedure for pinning an earlier version.

JuMP.jl compared with a solver-native API

The realistic alternative is to write the model directly against a solver's own interface, in whatever language that solver exposes. The difference is where the abstraction sits. A solver-native API gives you every knob that solver offers, including options that a modeling layer may not surface, and it removes one translation step between your formulation and the solver's internal representation. JuMP trades some of that directness for portability: the same model code can be pointed at a different backend when the problem class or the licensing situation changes, which is exactly the scenario where a solver-native formulation has to be rewritten. Neither approach is universally better. If you have settled on one solver permanently and need its full option surface, the modeling layer is overhead. If your models change class over time, or you want to compare solvers on the same formulation, the separation is the reason to use JuMP.

Maintenance, releases and licence status

The repository is not archived, and the last push was on 2026-09-27. Recent releases are v1.31.2 on 2026-08-18, v1.31.1 on 2026-07-22 and v1.31.0 on 2026-07-21, so the 1.31 line is the current series and patch releases arrive between minor versions. The README documents a stable branch (release-1.0) and a development branch (master) with separate documentation builds, so you can track tagged releases and read matching docs instead of the development version. Upgrade cost is mostly the ordinary Julia package update, but the README does not describe a deprecation policy or a rollback procedure, so pinning a known-good version is your own responsibility. On licensing, the repository metadata reports NOASSERTION rather than a recognised identifier; the README states that JuMP is a Sponsored Project of NumFOCUS, which is a fiscal sponsorship arrangement and says nothing about the terms of the code itself. Read LICENSE.md in the repository before you depend on JuMP in a product, and treat the sponsorship statement as separate from the licence question.

Editorial conclusion

Adopt JuMP.jl if your models live in Julia and you want one syntax for linear, mixed-integer, conic, semidefinite and nonlinear problems across interchangeable solvers; skip it if Julia is not already in your stack, because the modeling layer only pays off once the solver and the language are both acceptable. Before committing, verify that the solver you intend to use is supported: the README installs JuMP itself and points to the documentation for the rest, and the repository does not list which solvers are compatible.

Frequently asked questions

Does JuMP.jl include a solver?

No. The README installs the modeling package with Pkg.add("JuMP") and points to the documentation for everything else, so a solver has to be chosen and added separately. Installing JuMP alone leaves you with a way to write models, not a way to solve them.

What kinds of optimization problems can JuMP.jl express?

The repository topics list linear programming, mixed-integer programming, conic programs, semidefinite programming and nonlinear programming, and the description names the same set. The README itself does not enumerate problem classes, so the documentation is the place to confirm support for a specific formulation.

Which Julia version does JuMP.jl require?

The README does not state a Julia version requirement. It gives only the package install commands, so the compatibility range has to be checked against the package metadata or the documentation.

Official sources

  1. Issues
  2. jump-dev/JuMP.jl on GitHub
  3. Project website
  4. README
  5. Releases
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