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Gentlemen and Ladies,
For those that are really interested in cubic
splines, then I suggest a visit to the Naval Surface Weapons Centre for fortran
coding of a host of free subroutines. It may be easier to write into VB
and Jscript
<A
href="">http://www.ualberta.ca/CNS/RESEARCH/Software/NumericalNSWC/
download
nswc.f
There is also a good amopunt of other interesting
mathematicval fortran subroutines. Excuse my software
antiquity...fortran...who remebers it other than me?
Regards,
Peter
<BLOCKQUOTE
>
----- Original Message -----
<DIV
>From:
Stephane
Carrasset
To: <A title=amibroker@xxxxxxxxxxxxxxx
href="">amibroker@xxxxxxxxxxxxxxx
Sent: Saturday, February 14, 2004 12:18
AM
Subject: [amibroker] Re: Sigma
Bands
hello there is a Cubic Spline Interpolation code in C in
Numerical recipies <A
href="">http://www.library.cornell.edu/nr/bookcpdf.html>
For eSignal users on version 7.1 and above, the most recent Jan Arps'
Crown> Jewels Tool Box formulas are included in each eSignal
installer.> (Including sigma bands for all looking for the
formula)> As newer versions of the formulas become available between
releases, you can> update your formulas by downloading them from
this group.> Regards> > Don McKay> > -----
Original Message -----> From: "Bob Jagow" <bjagow@xxxx>>
To: <amibroker@xxxxxxxxxxxxxxx>> Sent: Friday, February 13, 2004
9:28 AM> Subject: RE: [amibroker] Sigma Bands> > >
> Joe and Bill,> > I've used cubic splines in a far different
context--doubt that AFL would> > flow freely 8<(> >
The complete WealthLab code> > <A
href="">http://www.wealth-lab.com/cgi-bin/WealthLab.DLL/tradingsystem
seems to> not> > only project the CMA but also extract
the required cycle info a la Elhers'> > MESA.> > This
too is hardly my cup of tea--maybe someone who's more into
FIRs,IIRs,> > and the Hilbert transform will volunteer.>
>> > Bob> >> > -----Original
Message-----> > From: Joe Maywood [mailto:jmaywood@xxxx]>
> Sent: Thursday, February 12, 2004 5:13 AM> > To: Bob
Jagow> > Subject: Re: [amibroker] Sigma Bands> >>
>> > Bob,> >> > Thursday, February 12, 2004,
1:17:23 AM, you wrote:> >> > BJ> Clyde == Swing
Machine.> > BJ> Cubic splines will outperform a single polynomial
of any order.> > BJ>> > BJ> Bob>
>> > FWIW, it was my comment on SwingMachine / Clyde.>
>> > Do you know "cubic splines" well enough to code a function /
routine?> > I, for one, would love to have something like
that...> >> > Thanks.> >> > -->
> Best regards,> > Joe> >> >>
>> > Send BUG REPORTS to bugs@xxxx> > Send SUGGESTIONS
to suggest@xxxx> > ----------------------------------------->
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