ER-Model
August 26, 2024ER-Model
August 26, 2024ER-Model
|
Question 46
|
Bounded minimization is a technique for
|
Proving whether a promotivate recursive function is turing computable or not
|
|
|
Proving whether a primitive recursive function is a total function or not
|
|
|
generating primitive recursive functions
|
|
|
generating partial recursive functions
|
Question 46 Explanation:
● Primitive recursive functions are a class of functions that are defined using composition and primitive recursion – described below – as central operations. They are a strict subset of those μ-recursive functions (also called partial recursive functions) which are also total functions. Primitive recursive functions form an important building block on the way to a full formalization of computability.
● Most of the functions normally studied in number theory are primitive recursive.
● Most of the functions normally studied in number theory are primitive recursive.
Correct Answer: C
Question 46 Explanation:
● Primitive recursive functions are a class of functions that are defined using composition and primitive recursion – described below – as central operations. They are a strict subset of those μ-recursive functions (also called partial recursive functions) which are also total functions. Primitive recursive functions form an important building block on the way to a full formalization of computability.
● Most of the functions normally studied in number theory are primitive recursive.
● Most of the functions normally studied in number theory are primitive recursive.