Parametric metric interval temporal logic

Trajectory Generation under Metric Interval Temporal Logic Specifications

Metric interval temporal logic (MITL) provides a tool to formulate high level tasks in an easy way. This allows to specify behaviour of a dynamical system in a given environment which lies beyond the scope of simple stabilization. Finding an input of the system which satisfies the MITL formula, demands new techniques and algorithms. In this thesis, a novel approach is presented which abstracts ...

Executing Metric Temporal Logic ?

Monitoring Parametric Temporal Logic

Runtime verification techniques allow us to monitor an execution and check whether it satisfies some given property. Efficiency in runtime verification is of critical importance, because the evaluation is performed while new events are monitored. We apply runtime verification to obtain quantitative information about the execution, based on linear-time temporal properties: the temporal specifica...

Prompt Interval Temporal Logic

Interval temporal logics are expressive formalisms for temporal representation and reasoning, which use time intervals as primitive temporal entities. They have been extensively studied for the past two decades and successfully applied in AI and computer science. Unfortunately, they lack the ability of expressing promptness conditions, as it happens with the commonly-used temporal logics, e.g.,...

Making Metric Temporal Logic Rational

We study an extension of MTL in pointwise time with rational expression guarded modality RatI(re) where re is a rational expression over subformulae. We study the decidability and expressiveness of this extension (MTL+φURatI,reφ+RatI,reφ), called RatMTL, as well as its fragment SfrMTL where only star-free rational expressions are allowed. Using the technique of temporal projections, we show tha...