the public interface and the private one. The public interface
should express the mathematics while the private interface may be concerned
with a specific implementation. If we don't do this, it will become very
hard to make changes later without breaking software that uses the library.
Best,
tsc
by
it.
Regarding speed improvements for orthogonal bases: is there any improvement
for 'almost orthogonal' bases, such as the CGA diag(1,1,1,1,-1) basis?
How would you rate the new version of the software in terms of stability
and correctness?
Best,
tsc
On Sunday, March 3, 2013 5:10:53 PM UTC+1
I've just found the sympy GA module, and I must say it looks really neat!
I'd like to use it for automatic differentiation and equation solving in
high-dimensional conformal geometric algebra. While experimenting with the
module, I've run into a few problems though. I'm not familiar with sympy
