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Publications:Minimum EDF-feasible deadline calculation with low-time complexity
Abstract <p>We present a method for calculati<p>We present a method for calculating the minimum EDF-feasible deadline. The algorithm targets periodic tasks with hard real-time guarantees, that are to be feasibly scheduled with EDF (Earliest Deadline First). The output is the smallest possible deadline required for feasibility, of the task most recently requested. The good thing with our algorithm is that it has the same timecomplexity as the regular EDF feasibility test, when deadlines are not assumed to be equal to the periods of the periodic tasks.</p>e periods of the periodic tasks.</p>
Author Hoai Hoang + , Stefan Karlsson + , Magnus Jonsson +
Diva http://hh.diva-portal.org/smash/record.jsf?searchId=1&pid=diva2:239975
HostPublication RTSS 2004 WIP Proceedings, The 25th IEEE International Real-Time Systems Symposium, Lisbon, Portugal, Dec. 5-8, 2004  +
PublicationType Conference Paper  +
Title Minimum EDF-feasible deadline calculation with low-time complexity  +
Year 2004  +
Has queryThis property is a special property in this wiki. Publications:Minimum EDF-feasible deadline calculation with low-time complexity + , Publications:Minimum EDF-feasible deadline calculation with low-time complexity + , Publications:Minimum EDF-feasible deadline calculation with low-time complexity + , Publications:Minimum EDF-feasible deadline calculation with low-time complexity + , Publications:Minimum EDF-feasible deadline calculation with low-time complexity + , Publications:Minimum EDF-feasible deadline calculation with low-time complexity + , Publications:Minimum EDF-feasible deadline calculation with low-time complexity + , Publications:Minimum EDF-feasible deadline calculation with low-time complexity + , Publications:Minimum EDF-feasible deadline calculation with low-time complexity + , Publications:Minimum EDF-feasible deadline calculation with low-time complexity +
Categories Publication  +
Modification dateThis property is a special property in this wiki. 23 May 2017 20:22:02  +
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