DocumentCode :
3424112
Title :
Finding maximal submeshes in 2D mesh in the presence of failed nodes
Author :
Yoo, Seong- ; Youn, Hee Yong
Author_Institution :
Dept. of Comput. Sci., Columbus State Univ., GA, USA
fYear :
1997
fDate :
17-21 Mar 1997
Firstpage :
97
Lastpage :
103
Abstract :
In a parallel computer system with faulty processors, it is highly desirable to reconfigure the system by eliminating the faulty ones and thereby restore the system to some operational state. In the reconfiguration finding the maximum size fault-free subsystem is the main problem. We propose an efficient scheme for identifying maximum size fault-free submeshes in a faulty two-dimensional (2D) mesh system. For this, the relations between two submeshes in a 2D mesh have been defined. Then we take a two phase approach. In the first phase, an efficient algorithm for determining maximal faulty submeshes in a faulty mesh has been introduced. In the second phase, we have introduced a procedure to identify the maximal fault-free submeshes by splitting all faulty submeshes from a whole mesh. The time complexity of the proposed scheme is O(Nf2) where Nf is the number of faulty processors in a 2D mesh. The proposed scheme can be utilized to the task allocation in 2D meshes in the presence of failed nodes
Keywords :
computational complexity; fault tolerant computing; multiprocessor interconnection networks; parallel architectures; parallel machines; performance evaluation; reconfigurable architectures; resource allocation; 2D mesh; failed nodes; faulty processors; maximal submeshes; maximum size fault-free subsystem; parallel computer system; system reconfiguration; time complexity; two dimensional mesh; two phase approach; Binary search trees; Computer architecture; Computer science; Concurrent computing; Fault diagnosis; Hypercubes;
fLanguage :
English
Publisher :
ieee
Conference_Titel :
Parallel Algorithms/Architecture Synthesis, 1997. Proceedings., Second Aizu International Symposium
Conference_Location :
Aizu-Wakamatsu
Print_ISBN :
0-8186-7870-4
Type :
conf
DOI :
10.1109/AISPAS.1997.581637
Filename :
581637
Link To Document :
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