Power Law:(6)Wiener's Bell Curve?

Power Law:(5)1/f Fluctuation, or 1/f Noise?
[A、Bの相関図, Correlation diagram of A and B]
x=LN(ABS(A)), y=LN(B)

試行,Trial)
A<-1で、変形(反転・縮小？)させ、BOOK:SYNC(p.72)の
ウィーナー仮説(Wiener Hypothesis)のグラフに合わせこんでみる。
When A is less than -1, B is transformed (reversing and reduction).
It is approximated to the graph of the Winer hypothesis of BOOK:SYNC(p.72).

手で近似させてみた。
It was approximated by the hand.
~~~
F1=0.4
F2=18

(F2 - LN(B))*F1 = LN(B_mod)

exp(F2*F1 - LN(B)*F1) = B_mod

exp(F2*F1)/exp(LN(B)*F1) = exp(F2*F1)/B^F1

B_mod = exp(F2*F1)/B^F1
= exp(7.2)/B^0.4
= 1339.43/B^0.4


もう少し、A,Bデータをネットから収集したい。
I want to collect A and B data from the net a little more.
~~~
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