Monday 16 September 9:00 Invited talk (chair: Tom Schrijvers)

Source URL: users.ugent.be

• Programming paradigms
• Logic in computer science
• Constraint programming
• Prolog
• Constraint Handling Rules
• Abstract machine
• Operational semantics
• Abstract data type
• Semantics
• Functional programming
• Logic programming
• Coq

The Why3 platform Version 0.82, December 2013 François Bobot1,2 Jean-Christophe Filliâtre1,2

Source URL: why3.lri.fr

• Proof assistants
• Formal methods
• Logic in computer science
• Alt-Ergo
• Frama-C
• Theoretical computer science
• Coq
• Formal verification
• KeY
• IP

Op´ erateurs de description en Coq Op´erateurs de description en Coq Pierre Cast´eran1

Source URL: www.labri.fr

La dernière nuit de socrate La scène se passe en 398 avant Jésus-Christ dans la prison d’Athènes, où en attendant le troisième chant du coq (qui tarde à venir et pour cause !), Socrate et son gardien Phytias, ch

Source URL: www.theatre-en-action.org

From Sets to Bits in Coq ´ Arthur Blot, Pierre-Evariste Dagand, and Julia Lawall Sorbonne Universit´es, UPMC Univ Paris 06, CNRS, Inria, LIP6 UMR 7606

Source URL: pages.lip6.fr

Computer certified efficient exact reals in Coq Bas Spitters Robbert Krebbers Eelis van der Weegen Radboud University Nijmegen Supported by EU FP7 STREP FET-open ForMATH

Source URL: www.cs.ru.nl

Appendix F: Examples of existing semantic representations of mathematics 1. The central limit theorem as represented in Isabelle [12]: 2. The definition of a Möbius transformation in Coq [28]:

Source URL: www.wolframfoundation.org

• General topology
• Mathematics
• ACL2
• Lisp
• Compact space
• Automated theorem proving
• Software
• Mathematical logic
• Model theory

Cody & Waite Flocq Coq.Interval Gappa Conclusion Formal Proof of Cody & Waite’s Exponential Guillaume Melquiond Inria Saclay–ˆIle-de-France & LRI, Universit´ e Paris Sud, CNRS

Source URL: fastrelax.gforge.inria.fr

Mtac: A Monad for Typed Tactic Programming in Coq Beta Ziliani Max Planck Institute for Software Systems (MPI-SWS) joint work with Derek Dreyer (MPI-SWS),

Source URL: plv.mpi-sws.org

Floating-point arithmetic in the Coq system a,1 Guillaume Melquiond a INRIA Saclay  Île-de-France,

Source URL: www.lri.fr

• Computer arithmetic
• Arithmetic
• Mathematics
• Computing
• Rounding
• IEEE floating point
• GNU MPFR
• Arbitrary-precision arithmetic
• Division algorithm
• Unit in the last place
• Pi
• Double-precision floating-point format