Releases: groupoid/anders
Releases · groupoid/anders
Tesseract and K(G,n)-η
- Added strict canonical
Natto Kernel for spectral goodness at higher homotopies. - Fix
constcubes.andersmodule with improved DNF solver informula.ml. - Constructive K(G,n)-η in
KGn.anders. Sn.andersandtruncation.andersare using inernalNat.- Homotopy Nat with homotopical canonicity (only) is in
natw.andersmodule. - Updated Article: https://anders.groupoid.space/doc/anders.pdf
Complete Kernel
- Disc and Hub Spokes kernel primitives
- Hub Spokes Disc in W
- Lambda in W
- Borel sets
- Basic Topology
- Locally Small Categories
- Symmetric Monoidal Categories
- OCaml 5.0
Univalence
- Glue Type
- 0, 1, 2, W Types
- Coequalizer Type
- Hub-Spokes Disc Type
- Infinitesimal Shape Modality
- Univalence, Unimorphism, Minivalence
- Fibre Bundles
- Homotopy (Co)Limits, Suspension, Sphere, Truncations, Quotients
- Propositions
- K(G,n)
Categorical Library
- Sigma with auto projections
- Modules: algebra, cat, fun, topos, ab, kraus
- LaTeX paper [LIPIcs]
- Improved Huber rules
- Support for PartialP primitive
- Improved reduction rules for hypercubes
Kan Operations
- Strict Equality (Id, ref, idJ)
- Cubical Subtypes (Sub, inc, ouc)
- Partials, Systems (Partial, [φ ↦ u])
- Kan Operations (hcomp, transp)
- Eliminate neutral elements (Mini-TT)
- Fast type checking
- Fast compilation
- Initial Base Library (OPAM share folder)
- New options
silentandindices
Binary Distribution
- Minor optimizations
- OPAM package
- ISC license
- Homepage: https://anders.groupoid.space/
MLTT Internalization
- Fibrant MLTT-style ΠΣ primitives with Leibniz equality in 500 LOC
- Cofibrant CHM-style I primitives with pretypes hierarchy Vₙ in 500 LOC
- Generalized Transport
- Parser in 80 LOC
- Lexer in 80 LOC