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navier-stokes equations define the state of viscous flow (and
consideration of forces acting on a small element of the fluid,
including shear stresses generated by fluid motion and viscosity) in
materials, such as rock in the mantle, or other viscous materials.
derivations can be found in most advanced engineering math, fluid
mechanics, or seismology (geophysics) textbooks.
the other stuff mark talked about, i don't have a clue...yet :))
TJ
the best ideas for trading are now found outside of trading in realm
of digital signal processing, theoretical research (practically any
field), and advanced mathematical analysis
---Peter wrote:
Would you really smart guys enlighten those less-gifted among us on
exactly what you're talking about, and, further, how one such as I
might research and thereby perhaps incorporate such ideas and/or
methods into my trading that I might enhance it's accuracy and
profitability some? Thanks.
>
> Peter
>
> -----Original Message-----
> From: Mark Brown <markbrown@xxxxxxxxxxxxx>
> To: Gaius Marius <magnus@xxxxxxxxxxx>; omega-list@xxxxxxxxxx
> <omega-list@xxxxxxxxxx>
> Date: Tuesday, January 26, 1999 10:32 AM
> Subject: Re: Killer article
>
>
> >
> >You're leaving out an unknown factor. Check out the Navier-Stokes
equation.
> >
> >actually the alpha stable process synthesis and stabilization
estimation
> >works just fine for me or even the more simpler generalized
weierstrass
> >synthesis localization process works too!
> >
> >
> >
>
>
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