Coq programming language code#
Inexpensive, flexible, open source microcontroller platformĪs close to writing machine code without writing in pure hexadecimal
Coq programming language software#
These videos accompany the Software Foundations books (published in 4 volumes).Īll tutorials in this series: Free Programming TutorialsĪdvanced Business Application ProgrammingĪLGOL-like programming language, extended from Pascal and othersĭependently typed functional language based on intuitionistic type theoryĮducational language with an integrated development environment Software foundations in Coq by Benjamin Pierce These screencasts provide a good introduction to Coq.ħ. Video tutorials for the Coq proof assistant by Andrej Bauer This tutorial provides a concise introduction to two important features of the Coq proof assistant: type classes and user defined relations.Ħ. A Gentle Introduction to Type Classes and Relations in Coq by Pierre Castéran Through an executable and self-contained Coq script.ĥ. It explains how types like natural numbers and infinite streams are defined in Coq, and the kind of proof techniques that can be used to reason about them (case analysis, induction, inversion of predicates, co-induction, etc). This tutorial is an introduction to the definition and use of inductive and co-inductive types in the Coq proof environment. A Tutorial on Inductive Types in Coq by Eduardo Giménez and Pierre Castéran This tutorial is aimed at programmers with some knowledge of functional programming who are interested in writing highly reliable programs in Coq or a related language (such as Haskell, Agda or Isabelle).Ĥ. This tutorial focuses on functional programming and mathematical proofs using the Coq proof assistant.īy the end of the tutorial, participants should be able to: Write simple functional programs in Coq, write precise program specifications, and connect 1 and 2 via formal proofs. An Introduction to the Coq Proof Assistant by Arthur Azevedo de Amorim and Robert Rand This tutorial is based upon its OCaml equivalent.ģ. It may be helpful, but not necessary to learn some OCaml first, especially if you are unfamiliar with functional programming.
This tutorial focuses on the programming aspects of Coq, rather than the proving. The Coq system contains the functional programming language Gallina and is capable of proving properties about programs written in this language. It is designed to build and verify mathematical proofs. It is designed as a tutorial, so that readers can quickly start their own experiments, learning only a few of the capabilities of the system.Ģ. These notes provide a quick introduction to the Coq system and show how it can be used to define logical concepts and functions and reason about them.
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