Developments in Language Theory 2000
DOI: 10.1142/9789812792464_0020
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Right and Left Strongly Locally Testable Semigroups and Languages

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“…For instance, k-testable semigroups form variety ([Zalcstein, 1973]), locally threshold testable semigroups ([Beauquier Pin, 1989]) and piecewise testable semigroups ([Simon, 1975]) form pseudovariety. Left [right] locally testable semigroups form quasivariety because they are locally idempotent and satisfy locally some identities ([Garcia Ruiz, 2000]). Let us mention also Eilenberg classical variety theorem ([Eilenberg, 1976]).…”
Section: Verification Tools Of the Packagementioning
confidence: 99%
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“…For instance, k-testable semigroups form variety ([Zalcstein, 1973]), locally threshold testable semigroups ([Beauquier Pin, 1989]) and piecewise testable semigroups ([Simon, 1975]) form pseudovariety. Left [right] locally testable semigroups form quasivariety because they are locally idempotent and satisfy locally some identities ([Garcia Ruiz, 2000]). Let us mention also Eilenberg classical variety theorem ([Eilenberg, 1976]).…”
Section: Verification Tools Of the Packagementioning
confidence: 99%
“…Right [left] local testability was introduced and studied by König ([]Ko) and by Garcia and Ruiz ([]GR). Algorithms for right local testability, for left local testability for the transition graph and corresponding algorithm for the transition semigroup of an automaton ( [Trahtman, 2002]) used in the package TESTAS are based on the results of the paper ([Garcia Ruiz, 2000]). The time complexity of the semigroup algorithm for both left and right local testability is O(ni).…”
Section: Right [Left] Local Testabilitymentioning
confidence: 99%