Dynamic priority scheduling - Revision history

Klbrain: Removing merge template; no case made; no support

2025-05-01T16:52:02Z

Removing merge template; no case made; no support

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	'''Dynamic priority scheduling''' is a type of [[scheduling algorithm]] in which the priorities are calculated during the execution of the system. The goal of dynamic priority scheduling is to adapt to dynamically changing progress and to form an optimal configuration in a self-sustained manner. It can be very hard to produce well-defined policies to achieve the goal depending on the difficulty of a given problem.		'''Dynamic priority scheduling''' is a type of [[scheduling algorithm]] in which the priorities are calculated during the execution of the system. The goal of dynamic priority scheduling is to adapt to dynamically changing progress and to form an optimal configuration in a self-sustained manner. It can be very hard to produce well-defined policies to achieve the goal depending on the difficulty of a given problem.

AnomieBOT: Dating maintenance tags: {{Merge from}}

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Dating maintenance tags: {{Merge from}}

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	'''Dynamic priority scheduling''' is a type of [[scheduling algorithm]] in which the priorities are calculated during the execution of the system. The goal of dynamic priority scheduling is to adapt to dynamically changing progress and to form an optimal configuration in a self-sustained manner. It can be very hard to produce well-defined policies to achieve the goal depending on the difficulty of a given problem.		'''Dynamic priority scheduling''' is a type of [[scheduling algorithm]] in which the priorities are calculated during the execution of the system. The goal of dynamic priority scheduling is to adapt to dynamically changing progress and to form an optimal configuration in a self-sustained manner. It can be very hard to produce well-defined policies to achieve the goal depending on the difficulty of a given problem.

Bearian: Least slack time scheduling Merge?

2025-04-01T22:37:11Z

Least slack time scheduling Merge?

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	'''Dynamic priority scheduling''' is a type of [[scheduling algorithm]] in which the priorities are calculated during the execution of the system. The goal of dynamic priority scheduling is to adapt to dynamically changing progress and to form an optimal configuration in a self-sustained manner. It can be very hard to produce well-defined policies to achieve the goal depending on the difficulty of a given problem.		'''Dynamic priority scheduling''' is a type of [[scheduling algorithm]] in which the priorities are calculated during the execution of the system. The goal of dynamic priority scheduling is to adapt to dynamically changing progress and to form an optimal configuration in a self-sustained manner. It can be very hard to produce well-defined policies to achieve the goal depending on the difficulty of a given problem.

Frap: /* Optimal Schedulable Utilization */ MOS:HEAD

2024-04-05T17:34:59Z

Optimal Schedulable Utilization: MOS:HEAD

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	[[Earliest deadline first scheduling]] and [[Least slack time scheduling]] are examples of Dynamic priority scheduling algorithms.		[[Earliest deadline first scheduling]] and [[Least slack time scheduling]] are examples of Dynamic priority scheduling algorithms.

	==Optimal ~~Schedulable~~ ~~Utilization~~==		==Optimal schedulable utilization==
	The idea of real-time scheduling is to confine processor utilization under schedulable utilization of a certain scheduling algorithm, which is scaled from 0 to 1. Higher schedulable utilization means higher utilization of resource and the better the algorithm. In preemptible scheduling, dynamic priority scheduling such as [[Earliest deadline first scheduling\|earliest deadline first (EDF)]] provides the optimal schedulable utilization of 1 in contrast to less than 0.69 with fixed priority scheduling such as [[Rate-monotonic scheduling\|rate-monotonic (RM)]].<ref>Krishna, C.M. and Shin, K.G. Real-time Systems, {{ISBN\|9780070570436}}, 1997</ref>		The idea of real-time scheduling is to confine processor utilization under schedulable utilization of a certain scheduling algorithm, which is scaled from 0 to 1. Higher schedulable utilization means higher utilization of resource and the better the algorithm. In preemptible scheduling, dynamic priority scheduling such as [[Earliest deadline first scheduling\|earliest deadline first (EDF)]] provides the optimal schedulable utilization of 1 in contrast to less than 0.69 with fixed priority scheduling such as [[Rate-monotonic scheduling\|rate-monotonic (RM)]].<ref>Krishna, C.M. and Shin, K.G. Real-time Systems, {{ISBN\|9780070570436}}, 1997</ref>

PrimeBOT: /* top */Task 24: remove a maintenance template following a TFD

2022-01-18T20:03:48Z

top: Task 24: remove a maintenance template following a TFD

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	{{~~refimprove~~\|date=May 2016}}		{{more citations needed\|date=May 2016}}
	{{Expert needed\|Computer science\|date=February 2009}}
	'''Dynamic priority scheduling''' is a type of [[scheduling algorithm]] in which the priorities are calculated during the execution of the system. The goal of dynamic priority scheduling is to adapt to dynamically changing progress and to form an optimal configuration in a self-sustained manner. It can be very hard to produce well-defined policies to achieve the goal depending on the difficulty of a given problem.		'''Dynamic priority scheduling''' is a type of [[scheduling algorithm]] in which the priorities are calculated during the execution of the system. The goal of dynamic priority scheduling is to adapt to dynamically changing progress and to form an optimal configuration in a self-sustained manner. It can be very hard to produce well-defined policies to achieve the goal depending on the difficulty of a given problem.

Sabrina.ok: /* Examples */

2021-10-28T09:12:02Z

Examples

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	In periodic real-time task model, a task's processor utilization is defined as execution time over period. Every set of periodic tasks with total processor utilization less or equal to the schedulable utilization of an algorithm can be feasibly scheduled by that algorithm. Unlike fixed priority, dynamic priority scheduling could dynamically prioritize task deadlines achieving optimal schedulable utilization in the preemptible case.		In periodic real-time task model, a task's processor utilization is defined as execution time over period. Every set of periodic tasks with total processor utilization less or equal to the schedulable utilization of an algorithm can be feasibly scheduled by that algorithm. Unlike fixed priority, dynamic priority scheduling could dynamically prioritize task deadlines achieving optimal schedulable utilization in the preemptible case.

	== ~~Examples~~ ==		== See also ==
	* [[Earliest deadline first scheduling]]		* [[Earliest deadline first scheduling]]
	* [[Least slack time scheduling]]		* [[Least slack time scheduling]]

Mechachleopteryx: /* Optimal Schedulable Utilization */

2021-10-13T12:51:34Z

Optimal Schedulable Utilization

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	The idea of real-time scheduling is to confine processor utilization under schedulable utilization of a certain scheduling algorithm, which is scaled from 0 to 1. Higher schedulable utilization means higher utilization of resource and the better the algorithm. In preemptible scheduling, dynamic priority scheduling such as [[Earliest deadline first scheduling\|earliest deadline first (EDF)]] provides the optimal schedulable utilization of 1 in contrast to less than 0.69 with fixed priority scheduling such as [[Rate-monotonic scheduling\|rate-monotonic (RM)]].<ref>Krishna, C.M. and Shin, K.G. Real-time Systems, {{ISBN\|9780070570436}}, 1997</ref>		The idea of real-time scheduling is to confine processor utilization under schedulable utilization of a certain scheduling algorithm, which is scaled from 0 to 1. Higher schedulable utilization means higher utilization of resource and the better the algorithm. In preemptible scheduling, dynamic priority scheduling such as [[Earliest deadline first scheduling\|earliest deadline first (EDF)]] provides the optimal schedulable utilization of 1 in contrast to less than 0.69 with fixed priority scheduling such as [[Rate-monotonic scheduling\|rate-monotonic (RM)]].<ref>Krishna, C.M. and Shin, K.G. Real-time Systems, {{ISBN\|9780070570436}}, 1997</ref>

	In periodic real-time task model, a task's processor utilization is defined as execution time over period. Every set of periodic tasks with total processor utilization less or equal ~~than~~ the schedulable utilization of an algorithm can be feasibly scheduled by that algorithm. Unlike fixed priority, dynamic priority scheduling could dynamically prioritize task deadlines achieving optimal schedulable utilization in the ~~preemtible~~ case.		In periodic real-time task model, a task's processor utilization is defined as execution time over period. Every set of periodic tasks with total processor utilization less or equal to the schedulable utilization of an algorithm can be feasibly scheduled by that algorithm. Unlike fixed priority, dynamic priority scheduling could dynamically prioritize task deadlines achieving optimal schedulable utilization in the preemptible case.

	== Examples ==		== Examples ==

Mechachleopteryx at 12:49, 13 October 2021

2021-10-13T12:49:31Z

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	{{refimprove\|date=May 2016}}		{{refimprove\|date=May 2016}}
	{{Expert needed\|Computer science\|date=February 2009}}		{{Expert needed\|Computer science\|date=February 2009}}
	'''Dynamic priority scheduling''' is a type of [[scheduling algorithm]] in which the priorities are calculated during the execution of the system. The goal of dynamic priority scheduling is to adapt to dynamically changing progress and form an optimal configuration in self-sustained manner. It can be very hard to produce well-defined policies to achieve the goal depending on the difficulty of a given problem.		'''Dynamic priority scheduling''' is a type of [[scheduling algorithm]] in which the priorities are calculated during the execution of the system. The goal of dynamic priority scheduling is to adapt to dynamically changing progress and to form an optimal configuration in a self-sustained manner. It can be very hard to produce well-defined policies to achieve the goal depending on the difficulty of a given problem.

	[[Earliest deadline first scheduling]] and [[Least slack time scheduling]] are examples of Dynamic priority scheduling algorithms.		[[Earliest deadline first scheduling]] and [[Least slack time scheduling]] are examples of Dynamic priority scheduling algorithms.

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2017-07-17T13:22:15Z

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	== Examples ==		== Examples ==
			* [[Earliest deadline first scheduling]]
	* '''[[wikipedia:Earliest_deadline_first_scheduling\|Earliest Deadline First (EDF)]]'''
			* [[Least slack time scheduling]]
	* '''[[wikipedia:Least_slack_time_scheduling\|Least Slack Time (LST)]]'''

	==References==		==References==

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2017-06-07T11:44:04Z

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	==Optimal Schedulable Utilization==		==Optimal Schedulable Utilization==
	The idea of real-time scheduling is to confine processor utilization under schedulable utilization of a certain scheduling algorithm, which is scaled from 0 to 1. Higher schedulable utilization means higher utilization of resource and the better the algorithm. In preemptible scheduling, dynamic priority scheduling such as [[Earliest deadline first scheduling\|earliest deadline first (EDF)]] provides the optimal schedulable utilization of 1 in contrast to less than 0.69 with fixed priority scheduling such as [[Rate-monotonic scheduling\|rate-monotonic (RM)]].<ref>Krishna, C.M. and Shin, K.G. Real-time Systems, ISBN 9780070570436, 1997</ref>		The idea of real-time scheduling is to confine processor utilization under schedulable utilization of a certain scheduling algorithm, which is scaled from 0 to 1. Higher schedulable utilization means higher utilization of resource and the better the algorithm. In preemptible scheduling, dynamic priority scheduling such as [[Earliest deadline first scheduling\|earliest deadline first (EDF)]] provides the optimal schedulable utilization of 1 in contrast to less than 0.69 with fixed priority scheduling such as [[Rate-monotonic scheduling\|rate-monotonic (RM)]].<ref>Krishna, C.M. and Shin, K.G. Real-time Systems, {{ISBN\|9780070570436}}, 1997</ref>

	In periodic real-time task model, a task's processor utilization is defined as execution time over period. Every set of periodic tasks with total processor utilization less or equal than the schedulable utilization of an algorithm can be feasibly scheduled by that algorithm. Unlike fixed priority, dynamic priority scheduling could dynamically prioritize task deadlines achieving optimal schedulable utilization in the preemtible case.		In periodic real-time task model, a task's processor utilization is defined as execution time over period. Every set of periodic tasks with total processor utilization less or equal than the schedulable utilization of an algorithm can be feasibly scheduled by that algorithm. Unlike fixed priority, dynamic priority scheduling could dynamically prioritize task deadlines achieving optimal schedulable utilization in the preemtible case.