0.3 - Dientrical Structors
Dientrical Structors are a variant on the Two-Argument Ackermann Function.
Let |n.k| be defined for n,k∈ℤ+ as follows:
|n.1| = |n|
|1.k| = | |k| . k-1 |
|n.k| = | |n-1.k| . k-1 |
The term |k| has a special name. It is called the "Truncate". This is because it is a truncated form of the array |1.k| from which it derives
Known Results:
|n.1| = n+1
|n.2| = n+3
|n.3| = 3n+4
|n.4| = 7x3^n-2