was playing around with the Margolus-Levitin theorem, Landauer's principle and Zurek's quantum darwinism self consistency condition applied to a local CMB radiation field and got a minimum information threshold that falls out purely from fundamental constantsImin = (2π6/135ln42)^(1/4) ≈ 2.803 bitsno free parameters, temperature independent from 2.7K to 3000Kpic rel is used to generate self consistency condition X/(imin)^3 = imin from R_delta = S_local/imin and R_delta = 1 Is this real or what?
should be Imin = (2π^6/135ln(2)^4)^(1/4) ≈ 2.803 bits
i love it when schizos get filtered by units. many such cases.
>>16996618(Pi/Log[2])*Sqrt[(Pi/3)*Sqrt[2/15]] ≈ 2.8026793
>>16996618sounds made up
>>16996618Got me anon 618 would be golden ratio posting, your off by tenths
>>16996618Use 6 goldenratio^2 /5 for pi, does it simplify?
