partialrecursivefunction

2022年12月1日—1.Definition.Theμ-recursivefunctions(orgeneralrecursivefunctions)arepartialfunctionsthattakefinitetuplesofnaturalnumbersand ...,由WDean著作·2020·被引用14次—Therecursivefunctionsareaclassoffunctionsonthenaturalnumbersstudiedincomputabilitytheory,abranchofcontemporary ...,,2021年8月27日—ApartialfunctionisrecursiveifitisaninitialfunctionoverN,oritisobtainedbyapplyingrecursionorcompo...

參考資訊如下
μ

2022年12月1日 — 1. Definition. The μ-recursive functions (or general recursive functions) are partial functions that take finite tuples of natural numbers and ...

Recursive Functions

由 W Dean 著作 · 2020 · 被引用 14 次 — The recursive functions are a class of functions on the natural numbers studied in computability theory, a branch of contemporary ...

Partial Recursive Functions 1: What's a function?

Total Recursive Functions and Partial ...

2021年8月27日 — A partial function is recursive if it is an initial function over N, or it is obtained by applying recursion or composition or minimization on ...

Partial recursive function

A function on the natural numbers that can be obtained from certain initial functions by a finite number of applications of composition, primitive recursion ...

Chapter 4

This is the basic programming technique in recursive function theory and is involved in almost every interesting construction. It will come into play shortly.

Partial Recursive Functions

A partial function f is partial recursive. (f ∈ PR) if it can be built up in finitely many steps from the basic functions by use of the operations of.

partial recursive function in nLab

General recursive function

The μ-recursive functions (or general recursive functions) are partial functions that take finite tuples of natural numbers and return a single natural number.