James Chapman (jmchapman)

jmchapman

Geek Repo

Company:@input-output-hk

Location:Glasgow, UK

Home Page:http://jmchapman.github.com

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James Chapman's starred repositories

seL4

The seL4 microkernel

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agda

Agda is a dependently typed programming language / interactive theorem prover.

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plutus

The Plutus language implementation and tools

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plfa.github.io

An introduction to programming language theory in Agda

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agda-stdlib

The Agda standard library

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haskell-platform

Distribution of Haskell with batteries included

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inline-java

Haskell/Java interop via inline Java code in Haskell modules.

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system-f-omega

System F-omega normalization by hereditary substitution in Agda

anoncreds-spec

The specification for AnonCreds verifiable credential exchange.

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ZEUG

being the beginnings of at least zero typecheckers

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Relative-Monads

Relative Monad Library for Agda

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system-f-parametricity-model

A Model of Relationally Parametric System F in Coq

type-scope-semantics

A self-contained repository for the paper Type and Scope Preserving Semantics

Type-Theory-Foundations

Some stuff from Robert Harper's lectures at OPLSS, formalized in Agda.

TT-in-TT

Type theory in type theory

Big-step-Normalisation

Agda formalisations of some big-step normalization proofs

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formal-utxo

Formalization of the UTxO abstract model for (bitcoin-style) blockchain transactions.

restriction-categories

A formalisation of Restriction Categories in Agda

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Directed-Containers

An Agda formalisation of the theory of directed containers

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continuous-normalization

Evaluation of typed terms in Agda using the Delay monad.

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ITT9200

ITT9200 - A reading group on "Syntax and Semantics of Dependent Types" by Martin Hofmann

lambda-calculus

Formalisation of normalisation by evaluation for simply typed lambda calculus extended with natural numbers, lists, pairs, and streams.

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Number-Theory

Currently this repo contains a translation of Thierry Coquands proof of the irrationality of 2 from agda 1 to agda 2

ATP-in-Haskell

A playground for implementing automated theorem provers in Haskell

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TyDe2016.github.io

Tyde 2016 homepage

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