Travelled to:
1 × Australia
1 × China
1 × Denmark
1 × Finland
1 × France
1 × Germany
1 × United Kingdom
2 × Czech Republic
3 × USA
4 × Italy
Collaborated with:
∅ F.Lonsing S.Woltran N.Creignou M.Seidl T.Rath H.Daudé R.Rossignol S.Schmitt H.Tompits A.V.Gelder S.A.Gaggl R.Pichler M.Widl P.Brosch G.Kappel W.Bibel S.Brüning M.Zolda A.Biere M.Heule S.Gabmeyer M.Wimmer
Talks about:
formula (4) qbf (4) quantifi (3) boolean (3) framework (2) translat (2) transit (2) program (2) diagram (2) system (2)
Person: Uwe Egly
DBLP: Egly:Uwe
Facilitated 1 volumes:
Contributed to:
Wrote 19 papers:
- SAT-2015-LonsingE #api #incremental #satisfiability
- Incrementally Computing Minimal Unsatisfiable Cores of QBFs via a Clause Group Solver API (FL, UE), pp. 191–198.
- SAT-2013-LonsingEG #learning #performance #pseudo #quantifier
- Efficient Clause Learning for Quantified Boolean Formulas via QBF Pseudo Unit Propagation (FL, UE, AVG), pp. 100–115.
- SAT-2012-Egly #on the
- On Sequent Systems and Resolution for QBFs (UE), pp. 100–113.
- SLE-2012-WidlBBEHKST #diagrams #sequence chart
- Guided Merging of Sequence Diagrams (MW, AB, PB, UE, MH, GK, MS, HT), pp. 164–183.
- TAP-2012-BroschEGKSTWW #diagrams #testing #towards #uml
- Towards Scenario-Based Testing of UML Diagrams (PB, UE, SG, GK, MS, HT, MW, MW), pp. 149–155.
- TAP-2012-CreignouES #framework #random #satisfiability #specification
- A Framework for the Specification of Random SAT and QSAT Formulas (NC, UE, MS), pp. 163–168.
- SAT-2009-CreignouDER #comprehension
- (1, 2)-QSAT: A Good Candidate for Understanding Phase Transitions Mechanisms (NC, HD, UE, RR), pp. 363–376.
- ICLP-2008-EglyGW #framework #implementation #named #programming #using
- ASPARTIX: Implementing Argumentation Frameworks Using Answer-Set Programming (UE, SAG, SW), pp. 734–738.
- SAT-2008-CreignouDER #quantifier #random
- New Results on the Phase Transition for Random Quantified Boolean Formulas (NC, HD, UE, RR), pp. 34–47.
- SAT-2003-EglySTWZ #quantifier
- Comparing Different Prenexing Strategies for Quantified Boolean Formulas (UE, MS, HT, SW, MZ), pp. 214–228.
- CADE-2002-Egly #logic
- Embedding Lax Logic into Intuitionistic Logic (UE), pp. 78–93.
- SAT-2002-EglyWP #on the #problem
- On deciding subsumption problems (UE, SW, RP), p. 36.
- IJCAR-2001-EglyS #composition #proving #source code
- Deriving Modular Programs from Short Proofs (UE, SS), pp. 561–577.
- CSL-1998-Egly
- Quantifers and the System KE: Some Surprising Results (UE), pp. 90–104.
- CADE-1997-Egly #how
- Some Pitfalls of LK-to-LJ Translations and How to Avoid Them (UE), pp. 116–130.
- CADE-1996-EglyR #normalisation #on the
- On the Practical Value of Different Definitional Translations to Normal Form (UE, TR), pp. 403–417.
- CADE-1994-BibelBER
- KoMeT (WB, SB, UE, TR), pp. 783–787.
- CADE-2017-LonsingE #search-based
- DepQBF 6.0: A Search-Based QBF Solver Beyond Traditional QCDCL (FL, UE), pp. 371–384.
- IJCAR-2018-LonsingE
- QRAT+: Generalizing QRAT by a More Powerful QBF Redundancy Property (FL, UE), pp. 161–177.