facebookresearch/theseus
A library for differentiable nonlinear optimization observed · 2026-08-28
Health v2 · maintenance only
23/100
- Activity 1
- Release rhythm 8
- Longevity 100
How is this computed?
round(0.45*activity + 0.35*rhythm + 0.20*longevity); archived -> min(score, 10) — computed 2026-09-03. Adoption (stars, forks) is never an input.
- gap_med: n/a
- age_days: 1749
- days_rel: 721
- days_push: 594
- n_releases_24m: 1
Adoption not part of the score
2055 stars · 148 forks observed · 2026-08-28
What it is AI-extracted, prompt v1, taxonomy v1, 2026-08-30, confidence not recorded
Theseus is a PyTorch-based library for building custom differentiable nonlinear optimization layers, supporting problems in robotics and vision as end-to-end differentiable architectures. It combines neural models with expert domain-specific differentiable models, differentiating through optimizers like Gauss-Newton and Levenberg-Marquardt.
Use cases
- differentiate through nonlinear least squares solvers in pytorch
- build end-to-end differentiable optimization layers for robotics
- train neural networks with optimization-based inductive priors
- solve bundle adjustment with gradients flowing to neural components
- implement bilevel optimization with implicit differentiation
- combine learned models with expert differentiable cost functions
When to choose
- you need gradients through an optimizer inside a PyTorch training loop
- you work on robotics or vision problems like SLAM, pose estimation, or bundle adjustment
- you want to embed domain priors as differentiable cost functions alongside neural networks
When to avoid
- you need a general-purpose standalone nonlinear optimizer without gradients
- your project does not use PyTorch
- you need real-time embedded optimization without a deep learning framework
Facets
library · maturity active
machine-learning deep-learning simulation math robotics computer-vision machine-learning deep-learning python cross-platform differentiable-optimization nonlinear-least-squares pytorch gauss-newton levenberg-marquardt implicit-differentiation bilevel-optimization embodied-ai factor-graphs algorithms gpu
1 source
- readme: https://github.com/facebookresearch/theseus · fetched 2026-08-28 · c17c85c90071
Member repositories
| Repository | Role | Health v2 |
|---|---|---|
| facebookresearch/theseus | main | 23 |
For agents
markdown · JSON · MCP: product_card(name="facebookresearch/theseus")
Data as of 2026-08-30T08:39:29.467469+00:00 · Report a problem