[ The Types Forum (announcements only), 
     http://lists.seas.upenn.edu/mailman/listinfo/types-announce ]

Please feel free to forward this announcement to people who could be interested.

Call for talks / participation

Workshop on
*"Proof-search in Type Theories"*

*Thursday 5th June*
(+ possibly Friday 6th June if we have more talks than what fits in a day)

Laboratoire d'Informatique de l'Ecole Polytechnique,
Palaiseau, France

Details can be found (and will be updated) at
http://www.lix.polytechnique.fr/~lengrand/Workshop/

================================
Following discussions between the Parsifal and TypiCal teams at Polytechnique, we organise an event on the topic of the search for proofs -or type inhabitants / functional programs- in various logics / type theories. The aim is to share the insights of communities whose research revolves around pure Logic Programming or the Curry-Howard correspondence, Type Theory, and the proof-assistants based on them. Welcome topics range from proof-search tactics in proof-assistants, their interface and their automation, to the notion of proof-search as a computational paradigm, with various degrees of user interaction in-between. Any logic (intuitionistic, classical, linear, etc...) and any formalism (sequent calculus, natural deduction, deep inference, graphs, etc...) is welcome. Issues that are clearly in the scope include for instance:
-incomplete proofs and the use of meta-variables
-focused sequent calculi
-unification
-induction (search for proofs by...)
-binders in object-syntax
...
A small "business meeting" will be scheduled as to discuss the motivation for exchanges on the theme, and potential future collaborations, partnerships, implementation projects, applications for grants, a regular workgroup, or a workshop affiliated to a conference... thereon.
================================

If you are interested in participating to the workshop, and possibly offer a talk, please email
[EMAIL PROTECTED]

Stephane Lengrand
CNRS - Labo d'Info de l'X

Reply via email to