Extended H* Function

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Extended H* Function
Growth rate	\(f_{\omega^{2} }(x)\)
Based on	-illions,H* function

The extended H* function (defined by SuperJedi224 for generating very large "-illions") is defined as follows:

• H*₁(a)=H(a)=10^3a+3
• H*_n(a,0)=a
• H*₁(a,b)=H(H(H(...H(a)...))), with H*₁(a,b-1) Hs.
• H*_n(a,b)=H*_n-1(a,a,...a,a) with H*_n(a,b-1) "a"s.
• H*_n(a,...,b,c,1)=H*_n(a,...,b,c)
• H*_n(a,...,b,c,d)=H*_n(a,...,b,H*_n(a,...,b,c,d-1))

Sources

[1]

See also

• H* function