I'm not able to plot IFT - Cyber Cycles given below. I've seen the solution provided by Wabbit on the Equis forum but there he has provided an input with choice of linear/log. Here (H+L)/2 is linear and plot is Exponential. So how do I fool MetaStock here?
It plots when I change (H+L)/2 to (Log(H)+Log(L))/2 but the plot falls short of the boundaries (.5 and -.5) - it doesn't reach the OB/OS limits. Could anybody be kind enough to provide a solution? Inverse Fisher Transform - Cyber Cycles with Inverse Filter Transform pr:= (H+L)/2; a:= 0.07; sp:= (pr+(2*Ref(pr,-1))+(2*Ref(pr,-2))+Ref(pr,-3))/6; cycle:=Power(1-(.5*a),2)*(sp-(2*Ref(sp,-1))+Ref(sp,-2))+(2*(1-a)) * PREV-(Power(1-a,2)*Ref(PREV,-1)); .5; -.5; (Exp(2*cycle)-1)/(Exp(2*cycle)+1) Arun
