Error Models and Fault-Secure Scheduling in Multiprocessor Systems
スポンサーリンク
概要
- 論文の詳細を見る
A schedule for a parallel program is said to be 1-fault-secure if a system that uses the schedule can either produce correct output for the program or detect the presence of any faults in a single processor. Although several fault-secure scheduling algorithms have been proposed, they can all only be applied to a class of tree-structured task graphs with a uniform computation cost. Besides, they assume a stringent error model, called the redeemable error model, that considers extremely unlikely cases. In this paper, we first propose two new plausible error models which restrict the manner of error propagation. Then we present three fault-secure scheduling algorithms, one for each of the three models. Unlike previous algorithms, the proposed algorithms can deal with any task graphs with arbitrary computation and communication costs. Through experiments, we evaluate these algorithms and study the impact of the error models on the lengths of fault-secure schedules.
- 社団法人電子情報通信学会の論文
- 2001-05-01
著者
-
Tsuchiya Tatsuhiro
Graduate School Of Information Science And Technology Osaka University
-
Tsuchiya Tatsuhiro
Department Of Informatics And Mathematical Science Graduate School Of Engineering Science Osaka Univ
-
KIKUNO Tohru
Department of Informatics and Mathematical Science, Graduate School of Engineering Science, Osaka Un
-
Kikuno Tohru
Department Of Informatics And Mathematical Science Graduate School Of Engineering Science Osaka Univ
-
HASHIMOTO Koji
Hitachi Laboratory, Hitachi Ltd.
-
Tsuchiya Tatsuhiro
Department Of Informatics And Mathematical Science Graduate School Of Engineering Science Osaka Univ
-
Tsuchiya Tatsuhiro
Department Of Informatics And Mathematical Science Graduate School Of Engineering Science Osaka Univ
-
Kikuno Tohru
Department Of Informatics And Mathematical Science Graduate School Of Engineering Science Osaka Univ
-
Hashimoto Koji
Hitachi Laboratory Hitachi Ltd.
関連論文
- Feature Interaction Verification Using Unbounded Model Checking with Interpolation
- Probabilistic Model Checking of the One-Dimensional Ising Model
- Feature Interaction Detection by Bounded Model Checking(Dependable Communication)(Dependable Computing)
- Exploiting Symmetric Relation for Efficient Feature Interaction Detection
- Three-Mode Failure Model for Reliability Analysis of Distributed Programs (Special Issue on Fault-Tolerant Computing)
- Verifying Fault Tolerance of Concurrent Systems by Model Checking(Special Section on Concurrent System Technology and Its Application to Multiple Agent Systems)
- A Hierarchical Approach to Dependability Evaluation of Distributed Systems with Replicated Resources
- Computing the Stabilization Times of SElf-Stabilizing Systems (Special Section on Concurrent Systems Technology)
- New Constructions for Nondominated k-Coteries
- Timed Reachability Analysis Method for Communication Protocols Modeled by Extended Finite State Machines (Special Issue on Multimedia Communication and Distributed Processing)
- New 2-Factor Covering Designs for Software Testing(Regular Section)
- A New Verification Framework of Object-Oriented Design Specification for Small Scale Software (Special Issue on Fault-Tolerant Computing)
- A BDD-based approach to reliability-optimal module allocation in networks (信頼性)
- SAT and SMT based model checking of concurrent systems (コンカレント工学)
- Parallelizing SDP(Sum of Disjoint Products)Algorithms for Fast Reliability Analysis
- An Energy-Efficient Broadcast Scheme for Multihop Wireless Ad Hoc Networks Using Variable-Range Transmission Power(Networks)
- Effective Scheduling of Duplicated Tasks for Fault Tolerance in Multiprocessor Systems
- Error Models and Fault-Secure Scheduling in Multiprocessor Systems
- Experimental Evaluation of Team Performance in Program Development Based on a Model : Extension of a Programmer Performance Model
- Constructing Overlay Networks with Short Paths and Low Communication Cost
- On Desirable Fault-Tolerant Topology for Cluster-Based Network (Special Section on Net Theory and Its Applications)