Abstract
The distributed temporal logic DTL is a logic for reasoning about temporal properties of distributed systems from the local point of view of the system’s agents, which are assumed to execute sequentially and to interact by means of synchronous event sharing. Different versions of DTL have been given over the years for a number of different applications, reflecting different perspectives on how non-local information can be accessed by each agent. In this paper, we propose a decidable Fisher-Ladner-style tableaux system for an anchored version of DTL. Our tableaux system is built on top of a tableaux system for LTL and integrates in a smooth way both the usual rules for the temporal operators and rules for tackling the specific communication features of DTL. We endow our tableaux system with a specific decision procedure for dealing with entailment and we show that our system can be coupled with a model-checking-like feature for deciding global DTL properties.
| Original language | English |
|---|---|
| Title of host publication | Logic and Computation |
| Subtitle of host publication | Essays in Honour of Amilcar Sernadas |
| Publisher | College Publications, London |
| Pages | 73-124 |
| Number of pages | 51 |
| Publication status | Published - 5 Jul 2017 |
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