probability density normal distribution function deisenroth phi'(x) = ϕ'(x) = abs(2n*e^(-n*(ln(x/µ)/ln(σd))²)*ln(x)/((ln(σd))^2/x)

probability density normal distribution function phi'(x) = ϕ'(x)  

wahrscheinlichkeitsdichte normalverteilung funktion deisenroth = phi'(x) = ϕ'(x) = abs(2n*e^(-n*(ln(x/µ)/ln(σd))²)*ln(x)/((ln(σd))^2/x) 

pff = probability factor function deisenroth = phi(x) = ϕ(x) = e^(-n*(ln(x/µ)/ln(σd))²) 

pdf = probability density function deisenroth = phi'(x) = ϕ'(x) = abs(2n*e^(-n*(ln(x/µ)/ln(σd))²)*ln(x)/((ln(σd))^2/x)  

pcf = probability cumulative factor function deisenroth = phi cum (x) = ϕc(x) = 0,5*e^(-n*(ln(x/µ)/ln(σd))²) = 0,5*ϕ(x) 

pcp = probability cumulative factor product function deisenroth = phi cum product (x) = ϕcp(x) = (ϕc(x))^n = (0,5*e^(-n*(ln(x/µ)/ln(σd))²))^n = (0,5*ϕ(x;n))^n = 0,5^n* ϕ(x;n=1) 

probability factor normal distribution function sigma zeta phi  deisenroth = ϕ(x) = phi(x) ; x(ϕ;n) = µ∗σd^±√(-ln(ϕ)/n)

ϕ(x;n) = e^(-n*((ln(x/µ))/(ln(σd))²)

x(ϕ;n) = µ ∗ σd^(±√((-ln(ϕ)/n)))

wahrscheinlichkeitsfaktor normalverteilung funktion sigma zeta phi deisenroth = ϕ(x) = phi(x) ; x(ϕ;n) = µ∗σd^±√(-ln(ϕ)/n)

streufaktor = x/µ = σ(x/µ) = σd^±√(-ln(ϕ)/n) = sigma factor deisenroth= streufaktor x/µ= streufaktor µ/x = streufaktor(x/µ) = µ streufaktor = x streufaktor = µ factor

Impressum

Frank Deisenroth

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