Examples of 'recursion theory' in a sentence
Meaning of "recursion theory"
recursion theory - Recursion theory is a branch of mathematical logic that explores the concept of computability through recursion and functions, often used in theoretical computer science and mathematics
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- A branch of mathematical logic studying computable functions and Turing degrees, concerned with questions such as "What does it mean for a function on the natural numbers to be computable?" and "Can noncomputable functions be classified into a hierarchy based on their level of noncomputability?".
How to use "recursion theory" in a sentence
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recursion theory
These machines are a central topic of study in recursion theory.
An ongoing area of research in recursion theory studies reducibility relations other than Turing reducibility.
He is best known for his work in recursion theory.
Recursion theory on the reals and continuous-time computation.
Foundations of computing and recursion theory.
The Church-Turing thesis in recursion theory relies on a particular definition of the term algorithm.
It is upon this foundation that modern recursion theory rests.
In these areas, recursion theory overlaps with proof theoryand effective descriptive set theory.
It is important in effective descriptive set theory and recursion theory.
Kleene later generalized recursion theory to higher-order functionals.
She is best known for her work with recursion theory.
In these areas, recursion theory overlaps with proof theory and effective descriptive set theory.
The field of effective descriptive set theory is between set theory and recursion theory.
Recursion theory on the reals and continuous-time computation " . Theoretical Computer Science.
Basic questions addressed by recursion theory include:.
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Background = = The statement of Post 's theorem uses several concepts relating to definability and recursion theory.
Recursion theory Recursion Recursion ( computer science ).
She is best known as the " founding mother of recursion theory.
The statement of Post 's theorem uses several concepts relating to definability and recursion theory.
Turing computability = = The main form of computability studied in recursion theory was introduced by Turing 1936.
It developed into a study of abstract computability, which became known as recursion theory.
The system of Kripke-Platek set theory is closely related to generalized recursion theory.
The system of Kripke - Platek set theory is closely related to generalized recursion theory.
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Examples of using Recursion
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Another benefit is that recursion is automatically supported
Recursion is the least used of the constructs
A procedure that goes through recursion is said to be recursive
Examples of using Theory
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You had a theory about a missing pilot
They are forcing me to continue with string theory
A comprehensive theory of action accompanied the report
