Talk:HC Notation

Analysis
Okay, here we go.

[a]HC < c2*1012

[a,b]HC = \(\frac{(a^{2}+a)^{2^{b-1}}\cdot(10^{12})^{2^{b}-1}}{2^{2^{b}-1}} < a^{2^{b+2}}\)

[a,b]HC < b^^3 (if b is large enough)

[a,b,c]HC < (c^^3)^^3 < c^^6 (if c is large enough)

[a,b,c,d]HC < (d^^6)^^3 < d^^9

[a,a(1)c]HC < a^^(c2*3*1012)

[a,a(1)c,d]HC < a^^(c2 d+2 )

[a,a(1)a,a(1)c]HC < a^^a^^(c2*3*1012)

[a,a(2)c]HC< a^^^(c2*3*1012)

[a,a(b+1)c]HC< a^{b}(c2*3*1012)

Limit growth rate fω(b).

Wythagoras (talk) 16:17, June 5, 2014 (UTC)