On this page, I list all my talks and slides. Remark that several talks are impossible to understand without me talking (this is half of the point of the talk: someone is talking).

2023

  • Mathias Fleury, in front the Professors (informal talk, towards the habilitation)
SAT Solvers: Verify, Improve, And Use Them In Interactive Theorem Provers
  • Mathias Fleury and Peter Lammich, Porting IsaSAT to LLVM (and Inprocessing)
Porting IsaSAT to LLVM (and Inprocessing)
  • Mathias Fleury, MDX Isabelle Summer School
SMT Reconstruction, shortened Checkers and solvers

2022

  • Mathias Fleury, Verifying Solvers: How Much Do You Want to Prove?
Dagstuhl 22411 Dagstuhl Report Slides
  • Mathias Fleury, Discussion: How to compare techniques in solvers? And how to write such a solver? (work-in-progress with Armin Biere and Karem Sakallah)
Dagstuhl 22411 Dagstuhl Report Slides

2021

  • Mathias Fleury and Armin Biere, Efficient All-UIP Learned Clause Minimization.
SAT 2021 video
  • Mathias Fleury and Christoph Weidenbach. A Verified SAT Solver Framework including Optimization and Partial Valuations
LPAR-23 slides

2020

  • Armin Biere and Mathias Fleury, Chasing Target Phases
POS'20 slides
11th Workshop on Pragmatics of SAT (POS'20) video
  • Mathias Fleury, One Thousand and One Refinement: From CDCL to a Verified SAT Solver
PhD Defense slides

2019

  • Reconstructing veriT proofs in Isabelle/HOL
UPSCaLe meeting slides
Paris, November 29, 2019
  • Fleury and Weidenbach, Extending an Isabelle Formalisation of CDCL to Optimising CDCL
Matryoshka Workshop Slides

2018

  • Blanchette, Fleury, Lammich, and Weidenbach, A Verified SAT Solver with Watched Literals Using Imperative HOL
FSCD 2017 slides
  • Fleury, Blanchette, and Fleury, A Verified SAT Solver with Watched Literals Using Imperative HOL (Extended Abstract)
Matryoshka Workshop Slides

2017

  • Blanchette, Fleury, and Traytel, Nested Multisets, Hereditary Multisets, and Syntactic Ordinals in Isabelle/HOL
FSCD 2017 slides
  • Blanchette, Fleury, Lammich, and Weidenbach, A Verified SAT Solver with Watched Literals Using Imperative HOL
PART 2017 slides
  • Blanchette, Fleury, and Weidenbach, A Verified SAT Solver Framework
IJCAI 2017 slides

2015

  • Fleury, Formalisation of Ground Inference Systems in Isabelle
GeoCAL 2015 slides