Probabilistic approaches to timing analysis derive probability distributions to upper bound task execution time. The main purpose of probability distributions instead of deterministic bounds, is to have more flexible and less pessimistic worst-case models. However, in order to guarantee safe probabilistic worst-case models, every possible execution condition needs to be taken into account. In this work, we propose probabilistic representations which is able to model every task and system execution conditions, included the worst-cases. Combining probabilities and multiple conditions offers a flexible and accurate representation that can be applied with mixed-critical task models and fault effect characterizations on task executions. A case s...
International audienceProbabilistic Worst-Case Execution Time estimates, through Measurement-Based P...
In this paper we approach the problem of Mixed Criticality (MC) for probabilistic real-time systems ...
In this paper we approach the problem of Mixed Criticality (MC) for probabilistic real-time systems ...
The mixed-criticality toolbox promises system architects a powerful framework for consolidating real...
In probabilistic real-time modeling, diverse task execution conditions can be characterized with pro...
Mixed-criticality systems often need to fulfill safety standards that dictate different requirements...
In Chapter 1 we present our contributionto the scheduling of real-time systems on multiprocessor pla...
International audienceThe classical model of a real-time system consists of a number of tasks, each ...
International audienceThe classical model of a real-time system consists of a number of tasks, each ...
The temporal validation of a real-time system must ensure that critical tasks meet their deadline, e...
The mixed-criticality toolbox promises system architects a powerful framework for consolidating real...
The mixed-criticality toolbox promises system architects a powerful framework for consolidating rea...
The mixed-criticality toolbox promises system architects a powerful framework for consolidating rea...
In this paper we approach the problem of Mixed Criticality (MC) for probabilistic real-time systems ...
In this paper we approach the problem of Mixed Criticality (MC) for probabilistic real-time systems ...
International audienceProbabilistic Worst-Case Execution Time estimates, through Measurement-Based P...
In this paper we approach the problem of Mixed Criticality (MC) for probabilistic real-time systems ...
In this paper we approach the problem of Mixed Criticality (MC) for probabilistic real-time systems ...
The mixed-criticality toolbox promises system architects a powerful framework for consolidating real...
In probabilistic real-time modeling, diverse task execution conditions can be characterized with pro...
Mixed-criticality systems often need to fulfill safety standards that dictate different requirements...
In Chapter 1 we present our contributionto the scheduling of real-time systems on multiprocessor pla...
International audienceThe classical model of a real-time system consists of a number of tasks, each ...
International audienceThe classical model of a real-time system consists of a number of tasks, each ...
The temporal validation of a real-time system must ensure that critical tasks meet their deadline, e...
The mixed-criticality toolbox promises system architects a powerful framework for consolidating real...
The mixed-criticality toolbox promises system architects a powerful framework for consolidating rea...
The mixed-criticality toolbox promises system architects a powerful framework for consolidating rea...
In this paper we approach the problem of Mixed Criticality (MC) for probabilistic real-time systems ...
In this paper we approach the problem of Mixed Criticality (MC) for probabilistic real-time systems ...
International audienceProbabilistic Worst-Case Execution Time estimates, through Measurement-Based P...
In this paper we approach the problem of Mixed Criticality (MC) for probabilistic real-time systems ...
In this paper we approach the problem of Mixed Criticality (MC) for probabilistic real-time systems ...