Lanz, Andreas and Posenato, Robert and Combi, Carlo and Reichert, Manfred (2015) Simple Temporal Networks with Partially Shrinkable Uncertainty. In: International Conference on Agents and Artificial Intelligence 2 (ICAART'15), 10 - 12 January 2015, Lisbon, Portugal.
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Abstract
The Simple Temporal Network with Uncertainty (STNU) model focuses on the representation and evaluation of temporal constraints on time-point variables (timepoints), of which some (i.e., contingent timepoints) cannot be assigned (i.e., executed by the system), but only be observed. Moreover, a temporal constraint is expressed as an admissible range of delays between two timepoints. Regarding the STNU model, it is interesting to determine whether it is possible to execute all the timepoints under the control of the system, while still satisfying all given constraints, no matter when the contingent timepoints happen within the given time ranges (controllability check). Existing approaches assume that the original contingent time range cannot be modified during execution. In real world, however, the allowed time range may change within certain boundaries, but cannot be completely shrunk. To represent such possibility more properly, we propose Simple Temporal Network with Partially Shrinkable Uncertainty (STNPSU) as an extension of STNU. In particular, STNPSUs allow representing a contingent range in a way that can be shrunk during run time as long as shrinking does not go beyond a given threshold. We further show that STNPSUs allow representing STNUs as a special case, while maintaining the same efficiency for both controllability checks and execution.
Item Type: | Conference or Workshop Item (Paper) |
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Subjects: | DBIS Research > Publications |
Divisions: | Faculty of Engineering, Electronics and Computer Science > Institute of Databases and Informations Systems > DBIS Research and Teaching > DBIS Research > Publications |
Depositing User: | Andreas Lanz |
Date Deposited: | 14 Jan 2015 15:17 |
Last Modified: | 18 Sep 2015 20:15 |
URI: | http://dbis.eprints.uni-ulm.de/id/eprint/1118 |