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2018

2018

We describe a generic method to implement and extract partial recursive algorithms in Coq in a purely constructive way, using L…

2015

2015

Homotopy type theory may be seen as an internal language for the ∞-category of weak ∞-groupoids. Moreover, weak ∞-groupoids model…

2013

2013

There are several different approaches to the theory of data types. At the simplest level, polynomials and containers give a…

2012

2012

This article describes two stages of a study carried out with pre-university students, to gather information about the learning…

2012

2012

Dependently typed programming languages allow sophisticated properties of data to be expressed within the type system. Of…

Review

2011

Review

2011

Programming languages based on dependent type theory promise two great advances: flexibility and security. With the type-level…

2010

2010

ML5 is a programming language for spatially distributed computing, based on a Curry-Howard correspondence with the modal logic S5…

2007

2007

We address the problem of representing mathematical structures in a proof assistant which: 1) is based on a type theory with…

Highly Cited

2006

Highly Cited

2006

We present a practical tool for defining and proving properties of recursive functions in the Coq proof assistant. The tool…

2004

2004

The family T ∗ does not depend on the function g∗, because all calls to it have been replaced by f , and is not inductive…