DocumentCode
1138663
Title
Authors´ Reply2
Author
Shedletsky ; McCluskey, E.J.
Author_Institution
IBM Thomas J. Watson Research Center
Issue
1
fYear
1979
Firstpage
86
Lastpage
86
Abstract
A recurring problem in the analysis of random testing is the tradeoff between accuracy and computational efficienlcy. Every random test requires an (implicit or explicit) analysis of the relaretionship between test confidence and test length for thle circuit under test. This analysis is used to specify a test length. The error latency model ELM [1] provides an accurate analysis of fault behavior in sequential circuits, but the accuracy obtained is computationally costly. On the other hand, an analysis that sacrifices too much accuracy for computational efficiency would be inadequate for controlling test confidence. The important question is if an analysis can be computationally practical, yet accurate enough to maintain product quality levels [1].
Keywords
Approximation methods; Circuit analysis computing; Circuit faults; Circuit testing; Computational efficiency; Delay; Digital systems; Fault tolerance; Measurement standards; Sequential circuits;
fLanguage
English
Journal_Title
Computers, IEEE Transactions on
Publisher
ieee
ISSN
0018-9340
Type
jour
DOI
10.1109/TC.1979.1675231
Filename
1675231
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