Titlebook: Bounded Queries in Recursion Theory; William I. Gasarch,Georgia A. Martin Book 1999 Springer Science+Business Media New York 1999 Computab

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Springer Series in Materials ScienceRecall that, for every set . and every . ≥ 1, #. is the function defined by

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Active Centers of Luminescent MaterialsRecall that, for n ≥ 1, ODD. is the set of .-tuples (.,…,.) such that #.(.,…,.) is odd:.Clearly, ODD. ∈ QC∥(.,.). If . = . or A is semirecursive, then (by Theorems 2.1.4 and 4.3.2.2, respectively) ., hence .. Can we do better than this for such .? What about other types of sets .? In this chapter we show the following.

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https://doi.org/10.1007/978-3-642-79017-1Throughout this book our model of computation has been .. The question arises as to how much the power of . would help in terms of query complexity.

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#, and Other FunctionsRecall that, for every set . and every . ≥ 1, #. is the function defined by

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The Complexity of ODD, and MODRecall that, for n ≥ 1, ODD. is the set of .-tuples (.,…,.) such that #.(.,…,.) is odd:.Clearly, ODD. ∈ QC∥(.,.). If . = . or A is semirecursive, then (by Theorems 2.1.4 and 4.3.2.2, respectively) ., hence .. Can we do better than this for such .? What about other types of sets .? In this chapter we show the following.

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