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Titlebook: Algorithms: Main Ideas and Applications; Vladimir Uspensky,Alexei Semenov Book 1993 Springer Science+Business Media B.V. 1993 Notation.alg

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Aufbau und Entwicklung der Sternelass of all computable functions from . into ., so Com(.) ⊂ .(.). If we have an .-representative model for some aggregates . and ., then, of course, we can formally define Com(.) as the class of all functions from .(.) which can be computed by this model.
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,Risk-Benefit für den New Mobile-Commerce,tatement a computable operation transforms generable sets into generable sets. We can summarize these ideas in the following definition of a computable operation (see [Us 55] or [Rog 67, sect.9.7] where computable operations are called .).
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Computable functions and generable sets; decidable sets; enumerable setslass of all computable functions from . into ., so Com(.) ⊂ .(.). If we have an .-representative model for some aggregates . and ., then, of course, we can formally define Com(.) as the class of all functions from .(.) which can be computed by this model.
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Construction of an undecidable generable setems of constructing of decision algorithms) naturally arising in mathematical practice are decision problems for generable sets (of course in the theory of algorithms and calculuses as well as in mathematical logic there are also decision problems of a different, more complicated type).
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