jmchapman.github.io

James Chapman

I am interested in Martin Löf’s type theory, dependent types, intuitionistic mathematics in general, category theory, and functional programming. I am particularly interested in the semantics of type theory in type theory, and the mathematical structures arising in programming languages and logics. TyDe 2016 (co-chair of programme committee). Agda Intensive Meeting XXII (co-organizer). TLCA 2015 (member of programme committee). APLAS 2014 (member of programming committee). When is a container a comonad?

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James Chapman | jmchapman.github.io Reviews

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I am interested in Martin Löf’s type theory, dependent types, intuitionistic mathematics in general, category theory, and functional programming. I am particularly interested in the semantics of type theory in type theory, and the mathematical structures arising in programming languages and logics. TyDe 2016 (co-chair of programme committee). Agda Intensive Meeting XXII (co-organizer). TLCA 2015 (member of programme committee). APLAS 2014 (member of programming committee). When is a container a comonad?

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James Chapman | jmchapman.github.io Reviews

https://jmchapman.github.io

I am interested in Martin Löf’s type theory, dependent types, intuitionistic mathematics in general, category theory, and functional programming. I am particularly interested in the semantics of type theory in type theory, and the mathematical structures arising in programming languages and logics. TyDe 2016 (co-chair of programme committee). Agda Intensive Meeting XXII (co-organizer). TLCA 2015 (member of programme committee). APLAS 2014 (member of programming committee). When is a container a comonad?

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jmchapman.github.io

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James Chapman - Publications

http://jmchapman.github.io/Publications.html

Other lists of my publications: DBLP. James Chapman, Tarmo Uustalu and Niccolò Veltri. In Journal of Formalized Reasoning 10 (1) 2017. doi. Type-and-Scope Safe Programs and Their Proofs. Guillaume Allais, James Chapman, Conor McBride and James McKinna. In Yves Bertot and Viktor Vafeiadis, eds., Proc. of The 6th ACM SIGPLAN Conference on Certified Programs and Proofs, CPP 2017 (Paris, Jan. 2017). doi. Quotienting the Delay Monad by Weak Bisimilarity. Monads need not be endofunctors. Andreas Abel and James...

2

James Chapman - Big-step normalisation

http://jmchapman.github.io/BSN.html

GitHub repository of Agda formalisations. This supercedes all the code below which was written using older versions of Agda and won't work in current versions of Agda. Accompanying code from my thesis(deprecated). Combinatory Calculus (Basic system).zip. Combinatory Calculus (Finite Products).zip. Combinatory Calculus (Finite Coproducts).zip. Combinatory Calculus (Natural Numbers).zip. Lambda Calculus (Basic System).zip. Lambda Calculus (Finite Products).zip. Lambda Calculus (Natural Numbers).zip.

3

James Chapman - Teaching

http://jmchapman.github.io/Teaching.html

University of Strathclyde, Glasgow, UK. Autumn 2016/Spring 2017 - Advanced Functional Programming. 4th year undergraduate course, shared with Conor McBride. Autumn 2016 - Functional Programming. 3rd year undergraduate course, shared with Bob Atkey, Fredrik Nordvall Forsberg, and Conor McBride. Autumn 2015/Spring 2016 - Supervised two 4th year undergraduate theses. Autumn 2015/Spring 2016 - Advanced Functional Programming. 4th year undergraduate course, shared with Conor McBride. Spring 2012 - Type theory.

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James Chapman

http://jmchapman.github.io/index.html

I am interested in Martin Löf’s type theory, dependent types, intuitionistic mathematics in general, category theory, and functional programming. I am particularly interested in the semantics of type theory in type theory, and the mathematical structures arising in programming languages and logics. TyDe 2016 (co-chair of programme committee). Agda Intensive Meeting XXII (co-organizer). TLCA 2015 (member of programme committee). APLAS 2014 (member of programming committee). When is a container a comonad?

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cpp2017.mpi-sws.org

CPP 2017

http://cpp2017.mpi-sws.org/accepted.html

The 6th ACM SIGPLAN Conference on. Certified Programs and Proofs (CPP 2017). Paris, France, January 16 - 17, 2017. The photo depicts the Île de la Cité as seen from the Pont des Arts shortly before sunrise. Credits: Daniel Vorndran / DXR, CC BY-SA 3.0. Automatic Cyclic Termination Proofs for Recursive Procedures in Separation Logic. Érik Martin-Dorel and Pierre Roux. A Reflexive Tactic for Polynomial Positivity using Numerical Solvers and Floating-Point Computations. Anthony Fox, Magnus O. Myreen. Formal...

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jmchapman.github.io

James Chapman

I am interested in Martin Löf’s type theory, dependent types, intuitionistic mathematics in general, category theory, and functional programming. I am particularly interested in the semantics of type theory in type theory, and the mathematical structures arising in programming languages and logics. TyDe 2016 (co-chair of programme committee). Agda Intensive Meeting XXII (co-organizer). TLCA 2015 (member of programme committee). APLAS 2014 (member of programming committee). When is a container a comonad?

jmcharbonnel.com

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Jean-Michel CHARBONNEL 2009 / Mentions Légales. Conception et réalisation du site : Sandra CHICHE.

jmchardcy24.livejournal.com

jmchardcy24

December 17th, 2009. May I present you to our newest home member? Zea ( ZAY-uh ) Charlotte Nelson. October 29th, 2009. The past two years hold included more of the same that connects to my work - appointments, reassessment of programmes, treatment of missions methods, acquiring about visa complications for our workers, projections for the hereafter, and e-mails and other computer work belatedly into the nighttime. A mere 13, 500 quids, or $ 22, 000. Conceive it over. We besides holded a circuit of Buckin...

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