Calculating the Ackermann's function At the lectures we saw recursive functions. One of the most known recursive functions is Ackermann's function. In the basic form, this is a function of three arguments, but in the literature, we often use a derivative with two arguments: Péter and Robinson. !!!!!!!!!!!!!!!!!!USING A PEN AND PAPER!!!!!!!!!!!!!!! Compute the a (3, 3), write the solution on a paper. Scan the paper and jpg files (each sheet into a separate file). Archive all files into the zip archive and submit this file as a solution to the task!
Calculating the Ackermann's function At the lectures we saw recursive functions. One of the most known recursive functions is Ackermann's function. In the basic form, this is a function of three arguments, but in the literature, we often use a derivative with two arguments: Péter and Robinson. !!!!!!!!!!!!!!!!!!USING A PEN AND PAPER!!!!!!!!!!!!!!! Compute the a (3, 3), write the solution on a paper. Scan the paper and jpg files (each sheet into a separate file). Archive all files into the zip archive and submit this file as a solution to the task!
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Calculating the Ackermann's function
At the lectures we saw recursive functions. One of the most known recursive functions is Ackermann's function. In the basic form, this is a function of three arguments, but in the literature, we often use a derivative with two arguments: Péter and Robinson.
!!!!!!!!!!!!!!!!!!USING A PEN AND PAPER!!!!!!!!!!!!!!!
Compute the a (3, 3), write the solution on a paper.
Scan the paper and jpg files (each sheet into a separate file).
Archive all files into the zip archive and submit this file as a solution to the task!
Transcribed Image Text:if m = 0
if m> 0 and n = 0
A(m 1, A(m, n-1)) if m >0 and n > 0.
n+1
A(m,n) = A(m - 1,1)
-
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