UniMath/UniMath
This rocq library aims to formalize a substantial body of mathematics using the univalent point of view. observed · 2026-08-28
Health v2 · maintenance only
82/100
- Activity 96
- Release rhythm 55
- Longevity 100
Flags: no_license
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: 309.0
- age_days: 4568
- days_rel: 91
- days_push: 26
- n_releases_24m: 3
Adoption not part of the score
1017 stars · 187 forks observed · 2026-08-28
What it is AI-extracted, prompt v1, taxonomy v1, 2026-08-30, confidence not recorded
UniMath is a Rocq (Coq) library that formalizes a substantial body of mathematics using the univalent point of view. It provides formalized foundations, category theory, algebra, and other mathematical structures built on univalent foundations.
Use cases
- formalize mathematical theorems in a proof assistant
- explore univalent foundations and homotopy type theory
- develop category theory proofs in Coq/Rocq
- teach formal mathematics with interactive tutorials
- verify mathematical proofs with machine-checked correctness
- study univalent mathematics in the browser
When to choose
- you need a mature, actively maintained library for univalent foundations in Coq/Rocq
- you want machine-checked formalizations of category theory, algebra, and other mathematics
- you are teaching or learning univalent mathematics and want browser-based examples
- you need a well-documented Coq library with alectryon and rocqdoc documentation
When to avoid
- you need classical set-theoretic foundations rather than univalent foundations
- you want a general-purpose proof assistant rather than a mathematics library
- you are not familiar with Coq/Rocq or dependent type theory
- you need lightweight informal math tooling rather than full formalization
Facets
library · maturity active
programming-language interpreter developer-tools mathematics education programming-languages windows cli coq rocq proof-assistant univalent-foundations homotopy-type-theory formalization type-theory dependent-types theorem-proving category-theory algorithms linux macos
2 sources
- readme: https://github.com/UniMath/UniMath · fetched 2026-08-28 · e9fa184bf622
- homepage: http://unimath.org/ · fetched 2026-08-29 · c457f5feda1b
Member repositories
| Repository | Role | Health v2 |
|---|---|---|
| UniMath/UniMath | main | 82 |
For agents
Data as of 2026-08-30T08:39:29.467469+00:00 · Report a problem