Travelled to:
1 × Australia
1 × Canada
1 × Japan
1 × Poland
2 × France
2 × USA
Collaborated with:
∅ Y.Boichut T.P.Jensen Y.Salmon F.Klay I.Gnaedig B.Boyer T.L.Gall A.Legay V.Murat L.L.Roux
Talks about:
rewrit (4) automata (3) approxim (3) complet (3) tree (3) analysi (2) static (2) use (2) set (2) reconstruct (1)
Person: Thomas Genet
DBLP: Genet:Thomas
Contributed to:
Wrote 9 papers:
- RTA-2015-GenetS #analysis #reachability
- Reachability Analysis of Innermost Rewriting (TG, YS), pp. 177–193.
- WRLA-2014-Genet #automaton #functional #source code #static analysis #towards #using
- Towards Static Analysis of Functional Programs Using Tree Automata Completion (TG), pp. 147–161.
- CIAA-2013-GenetGLM #algorithm #automaton
- A Completion Algorithm for Lattice Tree Automata (TG, TLG, AL, VM), pp. 134–145.
- IJCAR-2008-BoyerGJ #automaton
- Certifying a Tree Automata Completion Checker (BB, TG, TPJ), pp. 523–538.
- RTA-2007-BoichutGJR #approximate #performance #prototype
- Rewriting Approximations for Fast Prototyping of Static Analyzers (YB, TG, TPJ, LLR), pp. 48–62.
- RTA-2006-BoichutG #approximate #re-engineering
- Feasible Trace Reconstruction for Rewriting Approximations (YB, TG), pp. 123–135.
- CADE-2000-GenetK #encryption #protocol #verification
- Rewriting for Cryptographic Protocol Verification (TG, FK), pp. 271–290.
- RTA-1998-Genet #approximate #decidability #normalisation #set
- Decidable Approximations of Sets of Descendants and Sets of Normal Forms (TG), pp. 151–165.
- TAPSOFT-1997-GenetG #constraints #proving #termination #using
- Termination Proofs Using gpo Ordering Constraints (TG, IG), pp. 249–260.