User blog comment:Hyp cos/Analysis - BEAF, FGH and SGH (part 3)/@comment-10429372-20131105173059

fψ(ψ I(eI+1)) (n) ~ gψ(ψ I(eI+1)) (n) = fC(e 0) (n)

fψ(ψ I(eI+1))+1 (n) ~ gψ(ψ I(eI+Ω)) (n)

fψ(ψ I(eI+Ω w )) (n) ~ gψ(ψ I(eI+Ω w )) (n) = fC(e 0+1) (n)

fψ(ψ I(eI2)) (n) ~ gψ(ψ I(eI2 ))(n) = fC(e 0w) (n)

fψ(ψ I(eI2+Ω w )) (n) ~ gψ(ψ I(eI2+Ω w )) (n) = fC(e 0w+1) (n)

fψ(ψ I(eI3)) (n) ~ gψ(ψ I(eI3 ))(n) = fC(e 0w2) (n)

fψ(ψ I(eIw)) (n) ~ gψ(ψ I(eIw ))(n) = fC(e 0ww) (n)

fψ(ψ I(eIΩ w )) (n) ~ gψ(ψ I(eIΩ w ))(n) = fC(e 0ww+1) (n)