Home Projects ggml
ggml
C++

ggml

Tensor library for machine learning

by ggml-org · GitHub
Stars
Forks
License
Created
Last commit
Language
automatic-differentiationlarge-language-modelsmachine-learningMITC++
View on GitHub
In plain words

Use a library to perform machine learning tasks with tensors, making it easier to build AI applications.

From the README

Install
git clone https://github.com/ggml-org/ggml
cd ggml
mkdir build && cd build

Excerpts from the project README on GitHub. Copyright and licensing remain with the respective authors.

You maintain this project?

Claim its page: indexed whatever its rank, translated into six languages, and enriched with what you write yourself.

Claim this page →
ggml — GitHub preview card
📈 Star history
15.2k14.9k
2026-06-282026-08-31
📈 Track ggml

Get an email alert on its next release or when it starts trending — never miss the moment.

Free · no card · unsubscribe anytime
Get email alerts →
📄 About

Tensor library for machine learning

ggml has 15.2k stars on GitHub. It has been forked 1.8k times. ggml is written mainly in C++. It has been in active development since 2022. ggml is available under the MIT license. Its main topics are automatic-differentiation, large-language-models, machine-learning, tensor-algebra.

Frequently asked questions

What is ggml?

Tensor library for machine learning

Is ggml open source?

ggml is an open-source project. It is released under the MIT license.

Is ggml free?

Yes. ggml is free and open source — you can use, modify and self-host it.

What license does ggml use?

ggml is available under the MIT license.

What language is ggml written in?

ggml is written mainly in C++.

🏅 Maintainer of this project?
olud.ai badge — ggml

Add this live badge to your README — your GitHub stars and directory rank, refreshed daily.

[![olud.ai](https://olud.ai/badge.php?tool=ggml-org-ggml)](https://olud.ai/project/ggml-org-ggml.html)
More badge options →
🧬 Shares DNA with🧬 View the DNA map →

Measured from GitHub topics shared by both projects, weighted by how rare each topic is.