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Periodic real-time scheduling: from deadline-based model to latency-based model., , and . Annals OR, 159 (1): 41-51 (2008)A framework for the response time analysis of fixed-priority tasks with stochastic inter-arrival times., and . SIGBED Review, 3 (1): 7-12 (2006)Feasibility intervals for multiprocessor fixed-priority scheduling of arbitrary deadline periodic systems., and . DATE, page 1635-1640. EDA Consortium, San Jose, CA, USA, (2007)Measurement-based probabilistic timing analysis: Lessons from an integrated-modular avionics case study., , , , , , , , , and 2 other author(s). SIES, page 241-248. IEEE, (2013)Exact Feasibility Tests for Real-Time Scheduling of Periodic Tasks upon Multiprocessor Platforms, and . CoRR, (2008)PROXIMA: Improving Measurement-Based Timing Analysis through Randomisation and Probabilistic Analysis., , , , , , , , , and 17 other author(s). DSD, page 276-285. IEEE Computer Society, (2016)PROARTIS: Probabilistically Analyzable Real-Time Systems., , , , , , , , , and 4 other author(s). ACM Trans. Embedded Comput. Syst., 12 (2s): 94:1-94:26 (2013)Feasibility Intervals for Fixed-Priority Real-Time Scheduling on Uniform Multiprocessors., and . ETFA, page 397-404. IEEE, (2006)Ordonnancement non préemptif et condition d'ordonnançabilité pour systèmesembarqués à contraintes temps réel. (Non-preemptive scheduling and schedulability condition for embedded systems with real-time constraints).. University of Paris-Sud, Orsay, France, (2004)Integrating Job Parallelism in Real-Time Scheduling Theory, , and . CoRR, (2008)