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Recursive function theory
Primitive recursive functions
[
177
/
69%
]
Subtopics
Diagonalization (Cantor/Turing argument)
[
36
/
67%
]
Proving specific functions and predicates are primitive recursive
[
27
/
78%
]
Recursive and primitive recursive sets and predicates
[
26
/
58%
]
Closure properties of primitive recursive functions
[
20
/
65%
]
Using pairing to reduce multi-argument recursion to primitive recursion
[
14
/
36%
]
Alternative bases for recursive function classes
[
13
/
54%
]
Induction on the construction of a formula
[
12
/
100%
]
Universal functions (computability)
[
12
/
100%
]
Induction for recursively defined sequences
[
11
/
91%
]
Pairing and tupling functions are primitive recursive
[
6
/
83%
]
Ackermann function
[
5
/
60%
]