[TYPES/announce] Thematic trimester at IHP - Workshop Formalization of Mathematics in Proof Assistants
Paul-Andre Mellies
mellies at pps.univ-paris-diderot.fr
Sat May 3 05:10:07 EDT 2014
Dear colleagues,
We are pleased to announce the workshop
« Formalization of Mathematics in Proof Assistants »
organized from May 5th to May 9th, 2014 by
• Georges Gonthier (Microsoft Research, Cambridge, and Microsoft INRIA Joint Center, Palaiseau)
• Vladimir Voevodsky (Institute for Advanced Study, Princeton)
This workshop is part of the thematic trimester « Semantics of Proofs and Certified Mathematics »
currently held at Institut Henri Poincare.
More details will be found on the web site of the trimester:
https://ihp2014.pps.univ-paris-diderot.fr/doku.php?id=workshop_1
The organizers
Pierre-Louis Curien <curien at pps.univ-paris-diderot.fr>
Hugo Herbelin <herbelin at inria.fr>
Paul-André Melliès <mellies at pps.univ-paris-diderot.fr>
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Thematic program of the Centre Émile Borel
« Semantics of Proofs and Certified Mathematics » Paris, April 7th – July 11th, 2014
All the trimester events will take place at IHP, 11 rue Pierre et Marie Curie, Paris 5ème.
Program from May 5th – May 9th, 2014
A workshop on « Formalization of Mathematics in Proof Assistants » organized by
• Georges Gonthier (Microsoft Research, Cambridge, and Microsoft INRIA Joint Center, Palaiseau)
• Vladimir Voevodsky (Institute for Advanced Study, Princeton)
== Monday 5 May ==
10h00-10h45 Registration
10h45-11h00 Georges Gonthier, Vladimir Voevodsky: Introduction
11h00-12h00 John Harrison: Formal proof: current progress and outstanding challenges
14h00-15h00 Enrico Tassi: Mathematical Components, a large library of formalized mathematics
15h15-16h15 Artur Kornilowicz: Structures and structural types in Mizar
16h45-17h45 Tobias Nipkow: Tame graph enumeration in Flyspeck
== Tuesday 6 May ==
9h30-10h30 Andrej Bauer, Christopher A. Stone: Brazilian type checking
11h00-12h00 Guillaume Brunerie: Cubical Homotopy Type Theory
14h00-15h00 Benedikt Ahrens: Formalizing category theory in type theory
15h15-16h15 Karol Pak: Formalization of n-dimensional manifolds in Mizar
16h45-17h45 Dan Licata: Eilenberg-MacLane spaces in Homotopy Type Theory
== Wednesday 7 May ==
9h30-10h30 Thomas Hales: Solovyev's formal computations in HOL Light
11h00-12h00 Daniel Grayson: Formalization of elementary algebraic K-theory in Coq with Univalent Foundations
14h00-15h00 Peter LeFanu Lumsdaine: Recent coherence theorems for dependent type theory
15h15-16h15 Carlos Simpson: Interior/Exterior
16h45-17h45 Urs Schreiber: Classical field theory and Quantization via Cohesive and Linear homotopy types
18h30-21h00 Reception in Jussieu tower
== Friday 9 May ==
9h30-10h30 Freek Wiedijk: Formal proof done right
11h00-12h00 Norman Megill: The Metamath proof language
14h00-15h00 Bill Richter: Hilbert axiomatic geometry and readable HOL Light proofs
15h15-16h15 Josef Urban: Inductive and deductive AI over large formal libraries
16h45-17h45 Ursula Martin: How do formal proofs happen?
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