λΠ Programming Language Theory
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Jul 26, 2021 - CSS
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type-theory
Here are 159 public repositories matching this topic...
Building a modern functional compiler from first principles. (http://dev.stephendiehl.com/fun/)
compiler
functional-programming
book
lambda-calculus
evaluation
type-theory
type
pdf-book
type-checking
haskel
type-system
functional-language
hindley-milner
type-inference
intermediate-representation
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Jan 11, 2021 - Haskell
Lean Theorem Prover
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Aug 6, 2020 - C++
Agda is a dependently typed programming language / interactive theorem prover.
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Dec 15, 2021 - Haskell
Homotopy type theory
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Dec 16, 2021 - Coq
A friendly little systems language with first-class types. Very WIP! 🚧 🚧 🚧
programming-language
rust
typechecker
dependent-types
compiler
type-theory
systems-language
type-system
systems-programming
bidirectional-typechecking
dependent-record-types
dependent-records
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May 16, 2021 - Rust
Experimental implementation of Cubical Type Theory
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Aug 20, 2021 - Haskell
Programming language agnostic type construction language based on polynomials.
serialization
types
marshalling
type-theory
category-theory
serialization-library
f-algebras
type-definitions
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Dec 7, 2021 - Idris
Research on integrating datalog & lambda calculus via monotonicity types
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Dec 10, 2021 - TeX
The People's Refinement Logic
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Nov 4, 2019 - Standard ML
"Between the darkness and the dawn, a red cube rises!": a proof assistant for cartesian cubical type theory
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Nov 29, 2021 - OCaml
Lecture notes on univalent foundations of mathematics with Agda
dependent-types
type-theory
agda
lecture-notes
mltt
homotopy-type-theory
univalent-foundations
univalent-mathematics
hott-uf
martin-lof-type-theory
univalence-axiom
function-extensionality
propositional-truncation
univalent-type-theory
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Dec 7, 2021 - Agda
A Super Kawaii Dependently Typed Programming Language
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Jul 12, 2018 - Haskell
A selection of formal proofs in Coq.
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Sep 23, 2021 - Coq
List of resources about foundational knowledge for programmers (supposed to last a few decades)
computer-science
awesome
cryptography
networking
algorithms
linear-algebra
type-theory
category-theory
programming-languages
programming-paradigms
awesome-list
computer-architecture
software-architecture
algorithms-and-data-structures
proof-theory
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Feb 6, 2021
Variant types in TypeScript
redux
flux
typescript
type-theory
variants
union
adt
discriminated-unions
variant
dispatching
algebraic-data-type
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Nov 29, 2021 - TypeScript
A research project in path semantics, a re-interpretation of functions for expressing mathematics
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Dec 15, 2021 - Rust
A SuperCompiler for Martin-Löf's Type Theory
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Oct 29, 2021 - Scala
Formalising Type Theory in a modular way for translations between type theories
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Jan 10, 2018 - Coq
Dependently-typed lambda calculus, Mini-TT, extended and implemented in Rust
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Sep 21, 2020 - Rust
Logical manifestations of topological concepts, and other things. This version adopts the univalent point of view.
type-theory
agda
ordinal
homotopy-type-theory
univalent-foundations
constructive-mathematics
compact-type
totally-separated-type
injective-type
searchable-set
univalent-mathematics
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Dec 16, 2021 - Agda
Dependently-typed row-polymorphic programming language, evolved from minitt-rs
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Sep 21, 2020 - Rust
Exercises from Benjamin Pierce's "Types and Programming Languages" textbook + extras!
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Jul 26, 2020 - Rust
A collection of papers on modules.
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Dec 31, 2020
A fast functional language based on two level type theory
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Dec 8, 2021 - Haskell
Normalization by evaluation for Martin-Löf Type Theory with dependent records
rust
dependent-types
type-theory
type-system
type-inference
unification
type-checker
bidirectional-typechecking
debruijn-indices
dependent-record-types
dependent-records
normalization-by-evaluation
semantic-typechecking
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Jun 22, 2019 - Rust
(WIP) Dependently-typed programming language with Agda style dependent pattern matching
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Oct 5, 2020 - Rust
Book: Gentle Introduction to Dependent Types with Idris
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Jan 17, 2021
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Describe the bug
When installing the Kind toolchain the
kind-scmcommand is installed. When I read [THEOREMS.md][theorems] the command is namedkind.To Reproduce
Steps to reproduce the behavior:
THEOREMS.md][theorems]Expected behavior
I would expect