Searching for "Recursive Real Numbers." – sorted by Relevance.
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Inferability of Recursive Real-Valued Functions
- real number called a recursive real number can be represented by a pair of two sequences of rational
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Induction And Recursion On The Real Line
- by recursion on real numbers to topological group homomorphisms. Section 8 shows how to derive iterative
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Computable p-adic Numbers
- computable (or recursive) real number, and initiated the study of the relevant concepts and notions. He
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Stability for Effective Algebras
- , that the recursive reals have exactly one numbering, up to recursive equivalence, in the presence of a limit
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Inductive Inference of Real Functions
- computable analytic functions and arbitrary computable functions of recursive real numbers respectively
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Fractals and Complexity (Extended Abstract)
- of the notion of recursive approximability of sets of real numbers [Ko, 1991]. Informally, a set S ` R 2
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On the Inductive Inference of Real Valued Functions
- of recursive real numbers [PER89]. In this case the sequence of conjectures is required to converge to some
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Chapter 13 Omega and the Time Evolution of the n-Body Problem
- recursive real function which has its maximum in the unit interval at no recursive real number [23
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Exact Representations of and Computability on Real
- , in particular to representations of real numbers, partial recursiveness and effective continuity coincide
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Chapter 1 Omega and the time evolution of the N-body problem
- is no computable number; 22 and there exist a recursive real function which has its maximum in the unit interval
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