If you apply 6-sigma calculations to the expected future and the
actual future as reported when the position changes, you can begin to
build a predictor that has a high degree of precision and is based off
quantifiable history. Using the predictor as a an input, you can fine
tune the expected position and velocity with a very high degree of
accuracy for that short a period of time.
Billy
On Feb 5, 2010, at 4:29 PM, Nexii Malthus <nex...@googlemail.com> wrote:
Re-send. Didn't realize the new list was up already.
Heya,
I written a quick article about a theoretical implementation that I
had been baffling on about for a while now.
http://www.avatarsunited.com/avatars/nexii/apps/blogs?view-params=
{"section":"show","id":"2442"}
I realized that moving the 2D representation to 3D space is a bit
more complex than the picture gives. But it should still work if you
work from each of the 3D planes and apply to the XYZ values
individually kinda, I think, not sure if that phrases well or makes
sense.
- Nexii
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