recursion theory การใช้

• Recursion theory also includes the study of generalized computability and definability.
• It is important in effective descriptive set theory and recursion theory.
• He is best known for his work in recursion theory.
• The system of Kripke Platek set theory is closely related to generalized recursion theory.
• The field of effective descriptive set theory is between set theory and recursion theory.
• It developed into a study of abstract computability, which became known as recursion theory.
• Descriptive set theory uses the notion of forcing from both recursion theory and set theory.
• In these areas, recursion theory overlaps with proof theory and effective descriptive set theory.
• An ongoing area of research in recursion theory studies reducibility relations other than Turing reducibility.
• Many mathematicians and computational theorists who study recursion theory will refer to it as computability theory.
• Classical recursion theory focuses on the computability of functions from the natural numbers to the natural numbers.
• Generalized recursion theory extends the ideas of recursion theory to computations that are no longer necessarily finite.
• Generalized recursion theory extends the ideas of recursion theory to computations that are no longer necessarily finite.
• His main research interest lies in mathematical logic, in particular in set theory and recursion theory.
• However, all of those additional sources were published years before the invention of Cell recursion theory.
• A search for " " Cell recursion theory " " produced all of seven hits.
• I believe that he opposes it because he understands the dominant politics of the field of recursion theory.
• The recursively enumerable sets, although not decidable in general, have been studied in detail in recursion theory.
• It was solved in the affirmative in the 1950s by the introduction of the powerful priority method in recursion theory.
• The Church Turing thesis in recursion theory relies on a particular definition of the term " algorithm ".