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Titlebook: Honorarkürzungen, Arzneimittelregresse, Heilmittelregresse; Ärzte in der Wirtsch Beate Bahner Book 2006 Springer-Verlag Berlin Heidelberg 2

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t for any class of languages ℒ, if some, machine, from arbitrary texts for any L in ℒ, can infer in the limit an approximate grammar for L with no more than 2·n mistakes, then some machine can infer in the limit, for each language in ℒ, an infinite sequence of grammars each with no more than n mista
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information theoretic lower bound on the problem. We also provide efficient algorithms for the case in which there is a Bernoulli probability distribution on the possible sets ., and an optimal algorithm for the case in which the outcome of tests may be unreliable because of the presence of “inhibit
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) due to [.]..We show that our algorithm for the directed multicast problem can be used to derive an algorithm with a similar ratio for the . problem, that is, the problem of constructing an arborescence that spans a collection . of terminals, minimizing the sum of height of the arborescence plus ma
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