Pierre McKenzie
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Publications
- 2018
- [j39]Michael Blondin, Alain Finkel, Pierre McKenzie:
Handling infinitely branching well-structured transition systems. Inf. Comput. 258: 28-49 (2018) - 2017
- [j38]Michael Blondin, Alain Finkel, Pierre McKenzie:
Well Behaved Transition Systems. Logical Methods in Computer Science 13(3) (2017) - 2016
- [i14]Michael Blondin, Alain Finkel, Pierre McKenzie:
Well Behaved Transition Systems. CoRR abs/1608.02636 (2016) - 2015
- [c40]Michael Blondin, Alain Finkel, Stefan Göller, Christoph Haase, Pierre McKenzie:
Reachability in Two-Dimensional Vector Addition Systems with States Is PSPACE-Complete. LICS 2015: 32-43 - 2014
- [c39]Michael Blondin, Alain Finkel, Pierre McKenzie:
Handling Infinitely Branching WSTS. ICALP (2) 2014: 13-25 - [i13]Michael Blondin, Alain Finkel, Stefan Göller, Christoph Haase, Pierre McKenzie:
Reachability in Two-Dimensional Vector Addition Systems with States is PSPACE-complete. CoRR abs/1412.4259 (2014) - [i12]Javier Esparza, Alain Finkel, Pierre McKenzie, Joël Ouaknine:
Reachability Problems for Infinite-State Systems (Dagstuhl Seminar 14141). Dagstuhl Reports 4(3): 153-180 (2014) - 2013
- [j34]Michaël Cadilhac, Alain Finkel, Pierre McKenzie:
Unambiguous constrained Automata. Int. J. Found. Comput. Sci. 24(7): 1099-1116 (2013) - 2012
- [j33]Michaël Cadilhac, Alain Finkel, Pierre McKenzie:
Bounded Parikh Automata. Int. J. Found. Comput. Sci. 23(8): 1691-1710 (2012) - [j32]Michaël Cadilhac, Alain Finkel, Pierre McKenzie:
Affine Parikh automata. RAIRO - Theor. Inf. and Applic. 46(4): 511-545 (2012) - [c34]Michaël Cadilhac, Alain Finkel, Pierre McKenzie:
Unambiguous Constrained Automata. Developments in Language Theory 2012: 239-250 - 2011
- [c32]Michaël Cadilhac, Alain Finkel, Pierre McKenzie:
On the Expressiveness of Parikh Automata and Related Models. NCMA 2011: 103-119 - [c31]
- [i9]Michaël Cadilhac, Alain Finkel, Pierre McKenzie:
Storming the Parikh Automaton. CoRR abs/1101.1547 (2011) - 2004
- [j23]Alain Finkel, Pierre McKenzie, Claudine Picaronny:
A well-structured framework for analysing petri net extensions. Inf. Comput. 195(1-2): 1-29 (2004) - 1997
- [j12]Alain Finkel, Pierre McKenzie:
Verifying Identical Communicating Processes is Undecidable. Theor. Comput. Sci. 174(1-2): 217-230 (1997)
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last updated on 2018-03-07 10:48 CET by the dblp team