# Limit ordinal (assume alpha is string like 'w', 'w+1') # This is a massive simplification for demonstration
if alpha == 'w': return fgh(n, n) # f_w(n) = f_n(n) # Add logic for w+1, w*2, etc. print(fgh(2, 3)) # Output: 24 print(fgh('w', 2)) # Output: fgh(2,2) = 8 fast growing hierarchy calculator
We aren’t talking about a billion, or a googol (10^100), or even a googolplex (10^(10^100)). Those numbers, while vast, are still within the realm of "finite" in name only. We are talking about numbers so large that the observable universe lacks the atomic real estate to write down their digits. # Limit ordinal (assume alpha is string like
Introduction: The Quest to Name the Unnameable In the quiet corners of recreational mathematics and theoretical computer science, a peculiar challenge exists: How do we compare truly enormous numbers? We are talking about numbers so large that