Travelled to:
1 × Canada
1 × Croatia
1 × France
1 × Japan
1 × Switzerland
1 × The Netherlands
2 × Hungary
2 × USA
2 × United Kingdom
Collaborated with:
O.Serre M.Hague C.H.Broadbent L.Braud C.Löding C.Morvan T.Colcombet C.L.Ong A.Haddad L.Aceto Z.Ésik A.Ingólfsdóttir A.Meyer
Talks about:
pushdown (5) order (4) tree (4) collaps (3) infinit (2) equival (2) system (2) scheme (2) recurs (2) higher (2)
Person: Arnaud Carayol
DBLP: Carayol:Arnaud
Contributed to:
Wrote 13 papers:
- LICS-2015-CarayolS #game studies #how #question
- How Good Is a Strategy in a Game with Nature? (AC, OS), pp. 609–620.
- AFL-2014-CarayolH #algorithm #automaton #model checking
- Saturation algorithms for model-checking pushdown systems (AC, MH), pp. 1–24.
- ICFP-2013-BroadbentCHS #approach #higher-order #named #verification
- C-SHORe: a collapsible approach to higher-order verification (CHB, AC, MH, OS), pp. 13–24.
- ICALP-v2-2012-AcetoCEI #algebra #process
- Algebraic Synchronization Trees and Processes (LA, AC, ZÉ, AI), pp. 30–41.
- ICALP-v2-2012-BroadbentCHS #automaton
- A Saturation Method for Collapsible Pushdown Systems (CHB, AC, MH, OS), pp. 165–176.
- LICS-2012-CarayolS #automaton #effectiveness #equivalence #recursion #safety
- Collapsible Pushdown Automata and Labeled Recursion Schemes: Equivalence, Safety and Effective Selection (AC, OS), pp. 165–174.
- LICS-2011-CarayolHS
- Qualitative Tree Languages (AC, AH, OS), pp. 13–22.
- ICALP-v2-2010-BraudC #automaton #linear #order
- Linear Orders in the Pushdown Hierarchy (LB, AC), pp. 88–99.
- LICS-2010-BroadbentCOS #logic #recursion
- Recursion Schemes and Logical Reflection (CHB, AC, CHLO, OS), pp. 120–129.
- LICS-2008-CarayolHMOS #automaton #game studies #higher-order
- Winning Regions of Higher-Order Pushdown Games (AC, MH, AM, CHLO, OS), pp. 193–204.
- CSL-2007-CarayolL #infinity #order
- MSO on the Infinite Binary Tree: Choice and Order (AC, CL), pp. 161–176.
- CSL-2006-CarayolM #on the
- On Rational Trees (AC, CM), pp. 225–239.
- ICALP-2003-CarayolC #infinity #on the
- On Equivalent Representations of Infinite Structures (AC, TC), pp. 599–610.