When Eureqa/Formulize processes the "search expression" (ex. y=f(x),
etc), presumably it substitutes each of the various candidates (ex
f(x)=sin(x), etc) into the "search expression" and plots both sides of
the resultant equation. It seems then that some degree of symbolic
algebraic manipulation is called for, particularly for more complex
search expressions. What are you using in the Windows client for this
purpose ?
I am using Maxima in my own version of a Linux client. This allows me
to handle very general forms of search expressions. The client starts
it automatically at client startup as a seperate process. It takes over
the standard inputs and outputs of the Maxima process and communicates
directly with it via streams laid over Unix style pipes. I use a
similar method which allows me to use Gnuplot to handle the rendering.
Gnuplot is a reasonably powerful plotting package, and used in this
fashion allows me to render directly into the interface while taking
advantage of the various facilities it makes available (ex, labels,
axes, plot styles, surface plots, etc). I can also use Tex this way to
render "typeset" equations into the interface.
I also assume that, for purposes of comparative plotting, your version
does floating point evaluation of one or both sides of the equation
resulting from the substitution of a candidate solution into the search
expression. What are you using in the Windows version to do this ?
I was using Octave, which tended to be acceptable, but rather slower
than I'd li
ke. I've recently figured out how to use Python's embedded interpreter
facilities to do this. This seems to be orders of magnitude faster.
Finally;
Are there any particular forms of search expressions to which the
current Windows version of the Eureqa client is restricted (ex y=f(x) or
similar), or is it more general (ex f(x,y,z...)=g(x,y,z) )?
With Thanks,
J. Hart
J. Hart
note: The speed up through using embedded Python for floating point
evaluation over Octave turned out to be a factor of about 5000.
--
Eureqa Formulize ( http://www.nutonian.com )
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