Pages that link to "Item:Q4132502"
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The following pages link to On the Definition of Computable Function of a Real Variable (Q4132502):
Displaying 24 items.
- Semantics of algorithmic languages (Q760200) (← links)
- Reducibilities on real numbers (Q795039) (← links)
- Noncomputability in analysis and physics: A complete determination of the class of noncomputable linear operators (Q1054723) (← links)
- Continuous optimization problems and a polynomial hierarchy of real functions (Q1086557) (← links)
- Approximation to measurable functions and its relation to probabilistic computation (Q1088659) (← links)
- Real-world computers and recursive function theory (Q1176079) (← links)
- On approximate and algebraic computability over the real numbers (Q1292404) (← links)
- Computation by `While' programs on topological partial algebras (Q1292414) (← links)
- Computability structure of the Sobolev spaces and its applications (Q1292420) (← links)
- Point-free topological spaces, functions and recursive points; filter foundation for recursive analysis. I (Q1295392) (← links)
- Recursive characterization of computable real-valued functions and relations (Q1349924) (← links)
- Computable total functions on metric algebras, universal algebraic specifications and dynamical systems (Q1764798) (← links)
- The eigenvalues of an effectively determined self-adjoint operator are computable, but the sequence of eigenvalues is not (Q1821332) (← links)
- On the computational complexity of best Chebyshev approximations (Q1821775) (← links)
- Conditional computability of real functions with respect to a class of operators (Q1944333) (← links)
- On some computability notions for real functions (Q2851190) (← links)
- KONSTRUKTIVE REELLE FUNKTIONALE UND OPERATOREN (Q3322100) (← links)
- Computability and Noncomputability in Classical Analysis (Q3657990) (← links)
- Coupled map lattices as computational systems (Q4526242) (← links)
- L<sup>p</sup>‐Computability (Q4704649) (← links)
- What is the Church-Turing Thesis? (Q5055286) (← links)
- When series of computable functions with varying domains are computable (Q5396227) (← links)
- Machines, Computations, and Universality (Q5710897) (← links)
- Relatively computable functions of real variables (Q5954991) (← links)
