hiltgeta.blogg.se - Haskell lambda calculus interpreter

#Haskell lambda calculus interpreter how to
#Haskell lambda calculus interpreter full

Simple, zero-dependency implementation of the untyped lambda calculus in Safe Rust.λC+ - Proof assistant based on the Calculus of Constructions.

#Haskell lambda calculus interpreter full

Ultimate Calculus - Optimal, full λ-calculus evaluator that doesn't rely on interaction combinators and can be implemented in 150 lines.λ-2D: An Exploration of Drawing as Programming Language, Featuring Ideas from Lambda Calculus ( HN).minitt-rs - Dependently-typed lambda calculus, Mini-TT, extended and implemented in Rust.seq - µµ̃ calculus with pretty-printing and evaluating interpreters.Lambda Calculus in 400 Bytes (2022) ( HN).Tiny Lazy ML with Process Calculus in plain C.ts-lambda-calc - Lambda calculus at type-level with TypeScript.Compiler and runtime for normalizing the untyped λ-calculus.Implementing Cartesian Closed Categories - Elementary implementation of Simply Typed Lambda Calculus (STLC) and its semantics in terms of Cartesian Closed Categories.λ-Calculus, Combinatory Logic and Cartesian Closed Categories (2021).Categorical glueing for simply typed lambda calculus.Sloe - Simple functional language based on lambda-calculus.

#Haskell lambda calculus interpreter how to

Simpler, Easier! How to write a simple dependent type checker.Foundations of Dawn: The Untyped Concatenative Calculus (2021).Formalization of Typed and Untyped λ-Calculi in Coq and Agda2.glam - Implementation of the guarded λ-calculus.Fibonacci sequence in JS using pure Lambda Calculus.Ane-Language - Tool for analyze lambda calculus terms.CosmicOS - Sending the lambda calculus into deep space.Viscal - Visual representation of the lambda calculus and animation of beta reduction.Simply Typed Lambda Calculus Formalization.A Talk on Incremental λ-Calculus (2015).Fundamentals of Lambda Calculus & Functional Programming in JavaScript (2017) ( Code) ( Web).NanoHaskell - Self-hosting lambda calculus compiler.lambs - Enriched typed lambda calculus.LambdaPiPlus - Simple Dependently-Typed Language for Research and Learning.Lamcal - Lambda Calculus parser and evaluator and a separate command line REPL application to play around with lambda expressions interactively.Algorithmic Information Theory, using Binary Lambda Calculus.Notes on lambda calculus and type theory.lambda-mu-mu-calculus - Interpreter for λ̅μμ̃-calculus of Herbelin and Curien.All you need is λ, part one: booleans (2020) ( HN).Lambda Zoo - Implementations of different lambda calculi with abstract binding trees.A circuit-like notation for lambda calculus (2015) ( HN).Finite Vector Spaces as Model of Simply-Typed Lambda-Calculi.The Awesome Power of Theory: Explorations in the untyped lambda calculus (2014).Higher-order Logic and Equality (2020) ( HN).λ-calculus interpreter in less than 300 lines of JS.

Y Combinator for Non-programmers: A Wild Introduction to Computer Science ( Code).

pLam - Interpreter for learning and exploring pure λ-calculus.

Dedukti - Implementation of the λΠ-calculus modulo rewriting.

Lambda Zero - Minimalist pure lazy functional programming language.

Fine-grain implementations of common lambda calculi in Haskell, tested with QuickCheck.

path - Lambda calculus to explore type-directed program synthesis.

The Impact of the Lambda Calculus (1997) ( HN).

Category Theory and Lambda Calculus (2018) ( Code).

Mikrokosmosai - Educational λ-calculus interpreter.

A Gentle Introduction to Lambda Calculus - Part 1: Syntax (2018).

minitt-rs - Rust implementation of Mini-TT, a simple dependently-typed lambda calculus.

LICK - Correct-by-construction implementation of the simply-typed lamba calculus' expressions, beta-reduction, and evaluation.

Caramel - Set of bidirectional, Haskell-inspired syntax-sugars that are expanded to, and contracted from, λ-Calculus terms.

Dependently Typed Lambda Calculus in Haskell.

First chapter of the HoTT book is a bit intense but not bad for this.

To get started: try write/play with lambda calculus evaluator.

You can formalize the entire lambda calculus inside of category theory via cartesian closed categories.

Lambda calculus is Turing complete, meaning you can express everything computable in a regular computer in lambda calculus.

In combination with types it forms a compact way to denote on the one hand functional programs and on the other hand mathematical proofs.

Lambda calculus is a formal language capable of expressing arbitrary computable functions.

Is logical theory of computable functions.