Differential cohesion in Homotopy Type Theory by an axiomatized infinitesimal shape modality
☆61Jun 17, 2022Updated 3 years ago
Alternatives and similar repositories for DCHoTT-Agda
Users that are interested in DCHoTT-Agda are comparing it to the libraries listed below. We may earn a commission when you buy through links labeled 'Ad' on this page.
Sorting:
- A personal library, formalizing cohesive homotopy type theory in Agda.☆13Apr 30, 2019Updated 7 years ago
- Synthetic geometry. Probably mostly algebraic geometry.☆26Jan 22, 2024Updated 2 years ago
- ☆14Jun 7, 2024Updated 2 years ago
- H.O.T.T. using rewriting in Agda☆46Sep 18, 2022Updated 3 years ago
- Revised Omega-categorical Typechecker☆27Nov 3, 2024Updated last year
- GPUs on demand by Runpod - Special Offer Available • AdRun AI, ML, and HPC workloads on powerful cloud GPUs—without limits or wasted spend. Deploy GPUs in under a minute and pay by the second.
- All higher inductive types can be obtained from three simple HITs.☆17Apr 6, 2018Updated 8 years ago
- Synthetic Differential Geometry in Agda☆13Jan 14, 2015Updated 11 years ago
- ☆15Oct 31, 2023Updated 2 years ago
- Agda code for experimenting with internal models of cubical type theory☆16Apr 3, 2018Updated 8 years ago
- Formal Topology in Univalent Foundations (WIP).☆37Jul 29, 2022Updated 3 years ago
- A formalized proof of a version of the initiality conjecture☆46Sep 10, 2020Updated 5 years ago
- Syntax for Virtual Equipments: a natural syntax for doing synthetic and internal category theory☆32Apr 29, 2023Updated 3 years ago
- A type theory with native support for Polynomial Functors.☆43Oct 8, 2023Updated 2 years ago
- Formalisations for simplicial HoTT and synthetic ∞-categories.☆61May 26, 2026Updated 2 weeks ago
- Virtual machines for every use case on DigitalOcean • AdGet dependable uptime with 99.99% SLA, simple security tools, and predictable monthly pricing with DigitalOcean's virtual machines, called Droplets.
- Experimental type-checker for internally parametric type theory☆32Mar 27, 2025Updated last year
- ☆10May 3, 2017Updated 9 years ago
- Organize mathematical thoughts☆20Oct 6, 2023Updated 2 years ago
- ☆45Jun 20, 2019Updated 6 years ago
- Logical manifestations of topological concepts, and other things, via the univalent point of view.☆277Updated this week
- ☆17Jun 10, 2022Updated 3 years ago
- ☆12Jan 25, 2022Updated 4 years ago
- An attempt towards univalent classical mathematics in Cubical Agda.☆32Sep 15, 2023Updated 2 years ago
- Higher Algebra with Opetopic Types☆16Mar 30, 2023Updated 3 years ago
- Deploy on Railway without the complexity - Free Credits Offer • AdConnect your repo and Railway handles the rest with instant previews. Quickly provision container image services, databases, and storage volumes.
- yacctt: Yet Another Cartesian Cubical Type Theory☆76Jul 30, 2018Updated 7 years ago
- A Unifying Cartesian Cubical Set Model☆35Oct 14, 2019Updated 6 years ago
- Schemes in Lean (v2)☆45Jul 30, 2020Updated 5 years ago
- Groupoids vs 1-Types☆11Nov 8, 2018Updated 7 years ago
- The multimode presheaf proof-assistant☆37Jan 23, 2026Updated 4 months ago
- ☆28Jun 18, 2020Updated 5 years ago
- ☆11Jul 8, 2020Updated 5 years ago
- An experimental type checker for a modal dependent type theory.☆121May 9, 2020Updated 6 years ago
- An implementation of (some fragment of) cubical type theory using rewrite rules, based on a talk given by Conor McBride at the 23rd Agda'…☆12Aug 5, 2016Updated 9 years ago
- 1-Click AI Models by DigitalOcean Gradient • AdDeploy popular AI models on DigitalOcean Gradient GPU virtual machines with just a single click. Zero configuration with optimized deployments.
- What I wish I knew when learning HoTT☆53Feb 24, 2019Updated 7 years ago
- Mtac in Agda☆29May 4, 2021Updated 5 years ago
- Latex documentation of our understanding of the synthetic /internal theory of the Zariski-Topos☆71Jun 1, 2026Updated last week
- An experimental library for Cubical Agda☆558Jun 2, 2026Updated last week
- Categorical logic from a categorical point of view☆81Oct 19, 2023Updated 2 years ago
- ☆17Oct 16, 2018Updated 7 years ago
- ☆16Aug 2, 2023Updated 2 years ago