sigma zeta phi factor normal distribution σ(ϕ;n) = σ^±√(-ln(ϕ)/n) = σ^±ζ(ϕ;n) = x(ϕ;n)/µ

sigma zeta phi factor normal distribution σ(ϕ;n) = σ^±√(-ln(ϕ)/n) = σ^±ζ(ϕ;n) = x(ϕ;n)/µ = faktor normalverteilung = faktornormalverteilung

sigma zeta phi factor normal distribution σ(ϕ;n) = σ^±√(-ln(ϕ)/n) = σ^±ζ(ϕ;n) = x(ϕ;n)/µ = faktor normalverteilung = faktornormalverteilung

σd or σ = e^(2*ln(µari/µgeo))^0,5 = true standard scattering factor sigma deisenroth = standardstreufaktor sigma deisenroth

true arithmetic mean (µari) and true geometric mean (µgeo)

µari = true arithmetic mean (wahrer arithmetischer mittelwert)

µgeo or µ = true geometric mean (wahrer geometrischer mittelwert)

µari = µgeo*e^(0,5*ln(σd)^2)

µgeo or µ = µari/e^(0,5*ln(σd)^2)

estimated arithmetic mean (xari) and estimated geometric mean (xgeo)

xari = estimated arithmetic mean (geschätzter arithmetischer mittelwert)

xgeo = estimeted geometric mean (geschätzter geometrischer mittelwert)

xgeo(x_i;n) = e^(1/n*((ln(x₁)+ln(x₂)+.....+ln(x_n)))

xgeo(sd;xari) = xari/e^(0,5*ln(sd)^2)

xari(x_i;n) = 1/n*(x₁+x₂+ ....+x_n)

xari(sd;xgeo) = xgeo*e^(0,5*ln(sd)^2)

true standard scattering factor sigma deisenroth σd and estimated standard scattering factor sigma deisenroth sd

σd = true standard scattering factor sigma deisenroth (wahrer standardstreufaktor sigma deisenroth)

sd = estimated standard scattering factor sigma deisenroth (geschätzter standardstreufaktor sigma deisenroth)

σd or σ = e(2*ln(µari/µgeo))^0,5

sd = e(2*ln(xari/xgeo))^0,5

scattering factor normal distribution sigma zeta phi deisenroth (streufaktornormalverteilung sigma zeta phi deisenroth)

σ(ϕ;n) = σ^±√(-ln(ϕ)/n) = σ^±ζ(ϕ;n) = x(ϕ;n)/µ

σ(ϕ;n) = σ^(±ζ(ϕ;n) = x(ϕ;n)/µ

ϕd(x;n) or ϕ(x;n) = e^(-n*((ln(x/µ))/(ln(σ))²)

x(ϕ;n) = µ∗σ^(±√((-ln(ϕ)/n)))

ϕ(σ;n) = e^(-n*((ln(x(ϕ;n)/µ))/(ln(σ))²)

ζ(ϕ;n) = ±√(-ln(ϕ)/n)

phi factor normal distribution ϕ(x/µ;σd;n) = e^(-n*(ln(x/µ)/ln(σd))²) = phi faktor normalverteilung

probability limit factor normal distribution sigma zeta phi deisenroth = σd(ϕd;n) = σd^±ζd(ϕd;n) = σd^(±√(-ln(ϕd)/n)) = x(ϕd;n)/µgeo ; σd=1,01

sigma factor normal distribution σd(ϕ;n) = σd^(±√((-ln(ϕ)/n))) = x(ϕ;n)/µ = sigma faktor normalverteilung

probability limit factor normal distribution sigma zeta phi deisenroth = σd(ϕd;n) = σd^±ζd(ϕd;n) = σd^(±√(-ln(ϕd)/n)) = x(ϕd;n)/µgeo ; σd=2

µari = TRUE ARIMEAN (WAHRES ARIMITTEL)

µgeo = TRUE GEOMEAN (WAHRES GEOMITTEL)

σd = TRUE STANDARD SCATTERING FACTOR SIGMA DEISENROTH (WAHRER STANDARDSTREUFAKTOR)

sd = ESTIMATED STANDARD SCATTERING FACTOR SIGMA DEISENROTH (GESCHÄTZTER STANDARDSTREUFAKTOR)

xari = ESTIMATED ARIMEAN (GESCHÄTZTES ARIMITTEL)

xgeo = ESTIMATED GEOMEAN (GESCHÄTZTES GEOMITTEL)

σd (sd) = Standardstreufaktor sigma deisenroth

σd (sd) = standard scattering probability limit factor sigma deisenroth

factor normal distribution (Faktor Normalverteilung)

scattering factor analysis (Streufaktor Analyse)

Study scattering factor noise Deisenroth (Untersuchung Streufaktor Lärm Deisenroth)