From: Otmane Ait Mohamed <ait@encs.concordia.ca>
LAST CALL FOR PARTICIPATION
21st International Conference on Theorem Proving in
Higher Order Logics
(TPHOLs 2008)
http://www.ece.concordia.ca/TPHOLs2008
tphols08@ece.concordia.ca
August 18-21, 2008, Montreal, Quebec, Canada
The 2008 International Conference on Theorem Proving in Higher Order
Logics will be the 21st in a series that dates back to 1988. The
conference will be held in Montreal, Quebec, Canada, on 18-21 August 2008.
REGISTRATION
Registration is now open. Please visit the TPHOLs 2008 web site,
http://www.ece.concordia.ca/TPHOLs2008/, to register.
INVITED SPEAKERS
Mike Gordon, University of Cambridge, UK.
Twenty Years of Theorem Proving for HOLs
Steve Miller, Advanced Technology Center, Rockwell Collins, USA
Will This Be Formal?
INVITED TUTORIALS
Konrad Slind. A Brief Overview of HOL4
Sam Owre. A Brief Overview of PVS
Makarius Wenzel. The Isabelle Framework
Yves Bertot. A short presentation of Coq
Matt Kaufmann. An ACL2 Tutorial
ACCOMMODATION
Information on accommodation is available on the TPHOLs 2008 web site
(click on the registration tab).
RELATED EVENTS
On Friday 22 August, the day after TPHOLs 2008 finishes, the UITP
Workshop on User Interfaces for Theorem Proving will take place.
Further information on the UITP workshop
can be found at http://www.informatik.uni-bremen.de/~cxl/uitp/
SPONSORS
TPHOLs 2008 is sponsored by the following organizations:
o ENCS
o NIA
o Intel
o RESMIQ
o ConcordiA University
CONTACT
Inquiries concerning the conference should be emailed to
tphols08@ece.concordia.ca
OUTLINE PROGRAM
Monday 18th, Tuesday 19th: Technical sessions.
Wednesday 20th: Technical sessions; Museum Visit; conference dinner.
Thursday 21st: Technical sessions.
Friday 22nd : UITP workshop.
The final program is available on the conference web site.
VENUE
TPHOLs'08 will be be held at the new Concordia Engineering & Computer Science building,
home of the Engineering and Computer Science faculty.
ACCEPTED REGULAR PAPERS
Klaus Aehlig, Florian Haftmann and Tobias Nipkow. A Compiled
Implementation of Normalization by Evaluation
Daniel Wasserrab and Andreas Lochbihler. Formalizing a Framework for
Dynamic Slicing of Program Dependence Graphs in Isabelle/HOL
Ana Bove and Venanzio Capretta. A Type of Partial Recursive Functions
Sascha Bhme, Rustan Leino and Burkhart Wolff. HOL-Boogie --- An
Interactive Prover for the Boogie Program-Verifier
Lukas Bulwahn, Alexander Krauss, Florian Haftmann, Levent Erkok and John
Matthews. Imperative Functional Programming with Isabelle/HOL
David Cock, Gerwin Klein and Thomas Sewell. Secure Microkernels, State
Monads and Scalable Refinement
David Lester. Real Number Calculations and Theorem Proving: Validation and
Use of an Exact Arithmetic
Holger Gast. Lightweight Separation
Hasan Amjad. LCF-style Propositional Simplification With BDDs and SAT
Solvers
Jens Brandt and Klaus Schneider. Formal Reasoning about Causality Analysis
Pierre Courtieu, Julien Forest and Xavier Urbain. Certifying a Termination
Criterion Based on Graphs, without Graphs
Matthieu Sozeau and Nicolas Oury. First-Class Type Classes
Yves Bertot, Georges Gonthier, Sidi Ould Biha and Ioana Pasca. Canonical
Big Operators
Stefan Berghofer and Christian Urban. Nominal Inversion Principles
Polyvios Pratikakis, Jeff Foster, Michael Hicks and Iulian Neamtiu.
Formalizing Soundness of Contextual Effects
Laurent Thery. Proof Pearl: Revisiting the Mini-Rubik in Coq
Russell O'Connor. Certified Exact Transcendental Real Number Computation
in Coq
Sayan Mitra and K. Mani Chandy. A Formalized Theory for Verifying
Stability and Convergence of Automata in PVS
Last updated: Nov 21 2024 at 12:39 UTC