Hello, list.
In Wolfram Alpha, -x^2 is interpreted as -(x^2), while in Faust it results
in (-x)^2.
This difference came out while implementing Van der Pol's equation:
m=2.6;
h=0.01;
u(1)=1;
u(2)=1;
u(n+1) = (h * m * u(n) ^ 3 + (-h ^ 2 - h * m + 2) * u(n) - u(n - 1)) / (h *
m * u(n) ^ 2 - h * m
Interesting FaustGen project to follow: dynamic compilation in
Supercollider:
https://scsynth.org/t/wip-faustgen-a-ugen-for-interpreting-faust-code/4029
Stephane
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