2022
DOI: 10.1016/j.sysarc.2021.102383
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Schedulability analysis and stack size minimization for adaptive mixed criticality scheduling with semi-Clairvoyance and preemption thresholds

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Cited by 7 publications
(2 citation statements)
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“…Many of these papers focus on scheduling schemes that are based on fixed priorities, most notably Static Mixed Criticality (SMC) [8] and Adaptive Mixed Criticality (AMC) [9]. AMC is considered the most effective fixed-priority scheme [38], and has been extended to account for many additional aspects including: preemption thresholds [59,60], multiple criticality levels [31], criticality-specific periods [11], changes in priority [7], communications [19], deferred preemption [20], weakly-hard timing constraints [33], probabilistic task models [48], design optimization [62], context switch costs [25], robustness and resilience [24], implementation overheads [44], and semi-clairvoyant timing behavior [23,61]. An exact analysis has also been developed for periodic task sets [4,50].…”
Section: Related Workmentioning
confidence: 99%
“…Many of these papers focus on scheduling schemes that are based on fixed priorities, most notably Static Mixed Criticality (SMC) [8] and Adaptive Mixed Criticality (AMC) [9]. AMC is considered the most effective fixed-priority scheme [38], and has been extended to account for many additional aspects including: preemption thresholds [59,60], multiple criticality levels [31], criticality-specific periods [11], changes in priority [7], communications [19], deferred preemption [20], weakly-hard timing constraints [33], probabilistic task models [48], design optimization [62], context switch costs [25], robustness and resilience [24], implementation overheads [44], and semi-clairvoyant timing behavior [23,61]. An exact analysis has also been developed for periodic task sets [4,50].…”
Section: Related Workmentioning
confidence: 99%
“…Many of these papers focus on scheduling schemes that are based on fixed priorities, most notably Static Mixed Criticality (SMC) [11] and Adaptive Mixed Criticality (AMC) [12]. AMC is considered the most effective fixed priority scheme [43] for single cores, and has been extended to account for many additional aspects including: preemption thresholds [68,69], multiple criticality levels [37], criticality-specific task periods [13], changes in priority [10], communications [18], deferred preemption [19], a fast return to LO-criticality behavior [15,16], weakly-hard timing constraints [38], probabilistic task models [54], design optimization [71], context switch costs [28], robustness and resilience [23], implementation overheads [51], and semi-clairvoyant timing behavior [22,70]. An exact analysis for AMC has also been developed for periodic task sets with offsets [6,58].…”
Section: Related Workmentioning
confidence: 99%