In mathematics and theoretical computer science, the theory of computation encompasses the Sudan function, which is a function that is non-primitive recursive but still recursive. Similar to the Ackermann function, it was discovered and published by a Romanian mathematician called Gabriel Sudan in the 1920s. To find out more, take this short quiz.
Gabriel Sudan
Issac Sudan
Mathew Sudan
Micheal Sudan
1926
1927
1928
1929
Fn(x,y)
Fx Fx Fx Fx
F(x * y) F(x*y)
Fn
A function of two negative integers x and y
A function of one positive integer x
A function of one negative integer y
A function of two positive integers x and y
F0 (x,y)
F0
F0 (x*y)
F0x
F1
F1 (x*y)
F1 (x, y)
F1x
F2
F2(x, y)
F2(x*y)
F2x
F3
F2 (x, y)
F2 (x*y)
F2x
X^-1
X^+1
X^-2
X^2
1
0
-1
2
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