Abstract

AbstractIf a finite state machine M does not have a distinguishing sequence, but has UIO sequences for its states, there are methods to produce a checking sequence for M. However, if M has a distinguishing sequence \(\bar{D}\) , then there are methods that make use of \(\bar{D}\) to construct checking sequences that are much shorter than the ones that would be constructed by using only the UIO sequences for M. The methods to applied when a distinguishing sequence exists, only make use of the distinguishing sequences. In this paper we show that, even if M has a distinguishing sequence \(\bar{D}\), the UIO sequences can still be used together with \(\bar{D}\) to construct shorter checking sequences.KeywordsFinite State MachineOutgoing EdgeDistinguishing SequenceSystem Under TestInput SymbolThese keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.

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