The Conditional DAG (CDAG) task model is used for modeling multiprocessor real-time systems containing conditional expressions for which outcomes are not known prior to their evaluation. Feasibility analysis for CDAG tasks upon multiprocessor platforms is shown to be complete for the complexity class pspace; assuming np not equal pspace, this result rules out the use of Integer Linear Programming solvers for solving this problem efficiently. It is further shown that there can be no pseudo-polynomial time algorithm that solves this problem unless P = PSPACE.

The Computational Complexity of Feasibility Analysis for Conditional DAG Tasks / Baruah, Sanjoy; Marchetti-Spaccamela, Alberto. - In: ACM TRANSACTIONS ON PARALLEL COMPUTING. - ISSN 2329-4949. - 10:3(2023), pp. 1-22. [10.1145/3606342]

The Computational Complexity of Feasibility Analysis for Conditional DAG Tasks

Marchetti-Spaccamela, Alberto
2023

Abstract

The Conditional DAG (CDAG) task model is used for modeling multiprocessor real-time systems containing conditional expressions for which outcomes are not known prior to their evaluation. Feasibility analysis for CDAG tasks upon multiprocessor platforms is shown to be complete for the complexity class pspace; assuming np not equal pspace, this result rules out the use of Integer Linear Programming solvers for solving this problem efficiently. It is further shown that there can be no pseudo-polynomial time algorithm that solves this problem unless P = PSPACE.
2023
Multiprocessor feasibility analysis; global scheduling; PSPACE complete
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The Computational Complexity of Feasibility Analysis for Conditional DAG Tasks / Baruah, Sanjoy; Marchetti-Spaccamela, Alberto. - In: ACM TRANSACTIONS ON PARALLEL COMPUTING. - ISSN 2329-4949. - 10:3(2023), pp. 1-22. [10.1145/3606342]
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11573/1717206
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