Energy and mean-payoff timed games. Brenguier, R., Cassez, F., & Raskin, J. In 17th International Conference on Hybrid Systems: Computation and Control, HSCC'14, pages 283-292, 2014.
Paper
Link abstract bibtex In this paper, we study energy and mean-payoff timed games. The decision problems that consist in determining the existence of winning strategies in those games are undecidable, and we thus provide semi-algorithms for solving these strategy synthesis problems. We then identify a large class of timed games for which our semi-algorithms terminate and are thus complete. We also study in detail the relation between mean-payoff and energy timed games. Finally, we provide a symbolic algorithm to solve energy timed games and demonstrate its use on small examples using HyTech.
@inproceedings{hscc-14,
author = {Romain Brenguier and
Franck Cassez and
Jean-François Raskin},
title = {Energy and mean-payoff timed games},
booktitle = {17th International Conference on Hybrid Systems: Computation
and Control, HSCC'14},
year = {2014},
pages = {283-292},
urlpaper = {papers/hscc-2014.pdf},
url_link = {http://doi.acm.org/10.1145/2562059.2562116},
mywebpage = {timed},
show = {},
keywords = {hybrid, timed automata, games},
abstract = {In this paper, we study energy and mean-payoff timed games.
The decision problems that consist in determining the existence of winning strategies in those games are undecidable,
and we thus provide semi-algorithms for solving these strategy synthesis problems.
We then identify a large class of timed games for which our semi-algorithms terminate and are thus complete.
We also study in detail the relation between mean-payoff and energy timed games. Finally,
we provide a symbolic algorithm to solve energy timed games and demonstrate its use on small examples using HyTech.},
Type = {B - International Conferences},
}
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