2002•Unpublished venueRequires access

Random testability of redundant circuits

Andrzej Kraśniewski, Alexander Albicki

Open publisher page 4 citations

Abstract

It is shown that the common belief that any optimized, i.e., nonredundant, circuit is easier to test than its nonoptimized counterpart is not fully justified. It is demonstrated by example that a redundant circuit may be more suitable for random testing than its optimized counterpart. A rule which specifies when redundancy is likely to enhance random testability of a two-level AND-OR gate network is formulated.>

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What this paper is about

It is shown that the common belief that any optimized, i.e., nonredundant, circuit is easier to test than its nonoptimized counterpart is not fully justified. It is demonstrated by example that a redundant circuit may be more suitable for random testing than its optimized counterpart. A rule which specifies when redundancy is likely to enhance random testability of a two-level AND-OR gate network is formulated.>

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OpenAlex reports 4 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

It is shown that the common belief that any optimized, i.e., nonredundant, circuit is easier to test than its nonoptimized counterpart is not fully justified. It is demonstrated by example that a redundant circuit may be more suitable for random testing than its optimized counterpart. A rule which specifies when redundancy is likely to enhance random testability of a two-level AND-OR gate network is formulated.>

Key concepts: Testability, Redundancy (engineering), Random testing, Computer science, Design for testing, Algorithm, Reliability engineering, Engineering

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