PARSIFAL - 2018 - Annual activity report

PARSIFAL

PARSIFAL - 2018

Project-Team Parsifal

Team, Visitors, External Collaborators

Overall Objectives

Main themes

Research Program

General overview
Inductive and co-inductive reasoning
Developing a foundational approach to defining proof evidence
Deep inference
Proof nets, atomic flows, and combinatorial proofs
Cost Models and Abstract Machines for Functional Programs

Application Domains

Trustworthy implementations of theorem proving techniques
Principled computation for strong lambda-calculi

Highlights of the Year

New Software and Platforms

Abella
Bedwyr
Checkers
Psyche
Maetning
OCaml

New Results

Functional programming with $λ$ -tree syntax
Proof theory for model checking
From syntactic proofs to combinatorial proofs
Proof nets for first-order additive linear logic
On the Decision Problem for MELL
OCaml metatheory
Merlin: understanding a language server
Language interoperability: ML and a Linear language
First-class simultaneous substitutions in the two-level logic approach
Hybrid Linear Logic, revisited
Proof Nets and the Linear Substitution Calculus
Tight Typings and Split Bounds
Types of Fireballs
Decision procedures for intuitionistic propositional logic
Admissible Tools in the Kitchen of Intuitionistic Logic

Partnerships and Cooperations

National Initiatives
International Research Visitors

Dissemination

Promoting Scientific Activities
Teaching - Supervision - Juries
Popularization

Bibliography

Major publications
Publications of the year
References in notes

Previous |

Home | Next next

Section: New Software and Platforms

Checkers

Checkers - A proof verifier

Keywords: Proof - Certification - Verification

Functional Description: Checkers is a tool in Lambda-prolog for the certification of proofs. Checkers consists of a kernel which is based on LKF and is based on the notion of ProofCert.

Participants: Giselle Machado Nogueira Reis, Marco Volpe and Tomer Libal
Contact: Tomer Libal
URL: https://github.com/proofcert/checkers

Previous |

Home | Next next