Traditional fixed-priority scheduling analysis for periodic and sporadic task sets is based on the assumption that all tasks are equally critical to the correct operation of the system. Therefore, every task has to be schedulable under the chosen scheduling policy, and estimates of tasks ’ worst-case execution times must be conservative in case a task runs longer than is usual. To address the significant underutilization of a system’s resources under normal operating conditions that can arise from these assumptions, severalmixed-criticality scheduling approaches have been proposed. However, to date, there have been few quantitative comparisons of system schedulability or runtime overhead for the different approaches. In this article, we pre...
We consider the scheduling of mixed-criticality task systems, that is, systems where each task to b...
In conventional real-time systems analysis, each system parameter is specified by a single estimate,...
In mixed-criticality systems, functionalities of different degrees of importance (or criticalities) ...
Traditional fixed-priority scheduling analysis for periodic task sets is based on the assumption tha...
Traditional fixed-priority scheduling analysis for periodic task sets is based on the assumption tha...
There is an increasing trend in embedded systems towards implementing multiple functionalities upon ...
An increasing trend in safety-critical real-time systems is towards open computing environments, whe...
Mixed criticality systems are one of the relatively new directions of development for the classical ...
We consider the scheduling of mixed-criticality task systems, that is, systems where each task to be...
The relevance and popularity of mixed-criticality real-time systems precipitously increase in many i...
The advent of multicore processors has attracted many safety-critical systems, e.g., automotive and ...
A mixed criticality (MC) workload consists of components of varying degrees of importance (or \u27cr...
This paper addresses the problem of scheduling tasks with different criticality levels in the prese...
We consider the scheduling of mixed-criticality task systems, that is, systems where each task to be...
Timing guarantee is critical to ensure the correctness of embedded software systems that interact wi...
We consider the scheduling of mixed-criticality task systems, that is, systems where each task to b...
In conventional real-time systems analysis, each system parameter is specified by a single estimate,...
In mixed-criticality systems, functionalities of different degrees of importance (or criticalities) ...
Traditional fixed-priority scheduling analysis for periodic task sets is based on the assumption tha...
Traditional fixed-priority scheduling analysis for periodic task sets is based on the assumption tha...
There is an increasing trend in embedded systems towards implementing multiple functionalities upon ...
An increasing trend in safety-critical real-time systems is towards open computing environments, whe...
Mixed criticality systems are one of the relatively new directions of development for the classical ...
We consider the scheduling of mixed-criticality task systems, that is, systems where each task to be...
The relevance and popularity of mixed-criticality real-time systems precipitously increase in many i...
The advent of multicore processors has attracted many safety-critical systems, e.g., automotive and ...
A mixed criticality (MC) workload consists of components of varying degrees of importance (or \u27cr...
This paper addresses the problem of scheduling tasks with different criticality levels in the prese...
We consider the scheduling of mixed-criticality task systems, that is, systems where each task to be...
Timing guarantee is critical to ensure the correctness of embedded software systems that interact wi...
We consider the scheduling of mixed-criticality task systems, that is, systems where each task to b...
In conventional real-time systems analysis, each system parameter is specified by a single estimate,...
In mixed-criticality systems, functionalities of different degrees of importance (or criticalities) ...