Fast Growing Hierarchy Calculator High Quality • Verified

def fund_w(alpha, n): if alpha == 'ω': return n return alpha

print(fgh('ω', 2, fund_w)) # f_ω(2) = f_2(2) = 8 fast growing hierarchy calculator high quality


FGH numbers surpass scientific notation within a few steps. A good calculator uses: def fund_w(alpha, n): if alpha == 'ω': return

Different googologists use different roads to infinity. A superior calculator lets you select: FGH numbers surpass scientific notation within a few steps

The calculator should also display the exact fundamental sequence rule in effect, e.g., (\varepsilon_0[0] = 1, \varepsilon_0[n+1] = \omega^\varepsilon_0[n]).