7958b92...
by
Robert Dodier <email address hidden>
Update documentation for simp_inequality with text posted by Barton Willis
to mailing list 2020-02-04: "Re: questions about simp_inequality, was: %and is not an infix operator"
Can't figure out what the current algorithm is for computing
gamma_incomplete(a+n,z) for numerical n, but the result is basically
z^(a+n-1)*exp(-z)*P(1/z), for some polynomial P. The coefficients of
the polynomial has lots of gratuitious negative signs.
Let's replace this with a know reference using DLMF 8.8.9. This gives
the equivalent form z^a*exp(-z)*P1(z) where P1 has simpler
coefficients (fewer extra negative signs).
4215f77...
by
Wolfgang Dautermann <email address hidden>
Fix maxima-local.in, that it works, when called from another directory.
10d94f5...
by
Wolfgang Dautermann <email address hidden>
Windows installer: Use more recent VTK version (for 64 bit installers).
The newest VTK installer is 7.1.1 for 64 bit (they did not release
it for 32 bit).
There was a discussion on the mailing list that keeping the same
version for 64 and 32 bit is not required and I should use the
most recent version and the versions can differ.
c55ac2d...
by
Wolfgang Dautermann <email address hidden>
Windows installer: Use more recent SBCL version (for 64 bit installers).
The newest SBCL installer is 2.0.0 for 64 bit (they did not release
it for 32 bit).
There was a discussion on the mailing list that keeping the same
version for 64 and 32 bit is not required and I should use the
most recent version and the versions can differ.
dd05b1d...
by
Wolfgang Dautermann <email address hidden>
Windows installer: Use current Gnuplot version (for 64 bit installers).
The most recent gnuplot installer is 5.2.8 for 64 bit (they did
not release it for 32 bit).
There was a discussion on the mailing list that keeping the same
version for 64 and 32 bit is not required and I should use the
most recent version and the versions can differ.
For n < 0, it looks like the formula from functions.wolfram.com. I
don't know where the formula for n > 0 comes from. It'k kind of like
DLMF 8.8.10, but I can't get the pochhammer term in the sum.