OpenTheory: Package Management for Higher Order Logic Theories

by Joe Hurd
Citations:1 - 1 self

Active Bibliography

Composable Packages for Higher Order Logic Theories – Joe Hurd
78 A proof of the Kepler conjecture – Thomas C. Hales - 1994
2 Local theory specifications in Isabelle/Isar – Florian Haftmann, Makarius Wenzel
Position paper: A real Semantic Web for mathematics deserves a real semantics – P. Corbineau, H. Geuvers, C. Kaliszyk, J. Mckinna, F. Wiedijk
6 A proof-producing software compiler for a subset of higher order logic – Konrad Slind, Guodong Li, Scott Owens - 2006
4 Compilation as Rewriting in Higher Order Logic – Guodong Li, Konrad Slind
9 Constructive type classes in Isabelle – Florian Haftmann, Makarius Wenzel - 2007
α The Isabelle/Isar Reference Manual – Makarius Wenzel, Clemens Ballarin, Stefan Berghofer, Jasmin Blanchette, Timothy Bourke, Lukas Bulwahn, Amine Chaieb, Lucas Dixon, Florian Haftmann, Brian Huffman, Gerwin Klein, Er Krauss, Tobias Nipkow, Lars Noschinski, David Von Oheimb Larry Paulson
28 The Isabelle/Isar Reference Manual – Markus Wenzel - 2007
Sequent Style Proof Terms for HOL – Tom Ridge
Safety of Compilers and Translation Techniques- Status quo of Technology and Science – Stephan Frank, Martin Grabmüller, Petra Hofstedt, Dirk Kleeblatt, Technische Universität Berlin, Pierre R. Mai, Stefan-alexander Schneider
4 A proof-centric approach to mathematical assistants – Lucas Dixon, Jacques Fleuriot - 2005
Mechanical Verification of Distributed Algorithms – Tom Ridge - 2004
32 Locales: A sectioning concept for Isabelle – Florian Kammüller, Markus Wenzel, Lawrence C. Paulson - 1999
1 Formalizing Arrow’s theorem – Freek Wiedijk
A Trustworthy, Extensible Theorem Prover Ph.D. Dissertation Proposal – Jared Davis
23 A Module Calculus for Pure Type Systems – Judicaël Courant - 1997
Structured Formal Development with Quotient Types in Isabelle/HOL – Maksym Bortin, Christoph Lüth, Deutsches Forschungszentrum, Künstliche Intelligenz
6 Proof synthesis and reflection for linear arithmetic. Submitted – Amine Chaieb, Tobias Nipkow, Technische Universität München - 2006