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Pierre,
it's basically a parabola of the type y^2=ax (a>0), open toward the right
side. I won't go into the details. The problem would be to create such a
parabola, and plot it via EL in such a way that its vertex is on the most
recent pivot high.
Regards,
Michael Suesserott
> -----Ursprüngliche Nachricht-----
> Von: pierre.orphelin [mailto:pierre.orphelin@xxxxxxxxxxxxxx]
> Gesendet: Thursday, August 02, 2001 01:44
> An: omega-list@xxxxxxxxxx
> Betreff: RE: TradeStation Precision / Mathematica - a few loose ends
>
>
> Just curious, but what do you mean by plotting a 1- sigma line ?
> I would like to see if it is really a way to do this in EL...
>
> Sincerely,
>
> Pierre Orphelin
> www.sirtrade.com
> TradeStation Technologies representative in France
>
>
>
>
> > -----Message d'origine-----
> > De : MikeSuesserott [mailto:MikeSuesserott@xxxxxxxxxxx]
> > Envoyé : lundi 30 juillet 2001 23:07
> > Ŕ : omega-list@xxxxxxxxxx
> > Objet : TradeStation Precision / Mathematica - a few loose ends
> >
> > TS has simply proved too limited, and so I moved on to
> > Mathematica. Just as an example, it is very easy in Mathematica
> to plot a
> 1-sigma line
> > (which is shaped like a parabola) with the most recent pivot high as its
> vertex; I
> > didn't find any way to do this in EL (now don't write to tell
> me I can use
> > Bollinger Bands - this is something completely different). Yes, I
> > know I can> always create a DLL, but the point is that in
> Mathematica this
> plot can be
> > done effortlessly from *within* the language. There are many things like
> > this in option analysis for which the absolute freedom of
> Mathematica is a
> > God-sent.
> >
> >
> >
>
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