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Computing Andrew's slog solution
#3
Well, gp would appear to be pretty slow then. I need to get a faster library...

Anyway, do you see the same speed difference in Maple? Here's my gp code:
Code:
aQ = matrix(80, 80, r, c, (c^(r-1))/(c!)-if(c-r+1,0,1))
aZ = matrix(80, 80, r, c, (c^(r-1))-if(c-r+1,0,c!))
b = vector(80, n, if(n-1,0,1))
cQ = matsolve(aQ, b~)
##
cZ = matsolve(aZ, b~)
##
~ Jay Daniel Fox
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Messages In This Thread
Computing Andrew's slog solution - by jaydfox - 08/21/2007, 04:27 PM
RE: Computing Andrew's slog solution - by jaydfox - 08/21/2007, 04:41 PM
RE: Computing Andrew's slog solution - by jaydfox - 08/22/2007, 04:27 AM
RE: Computing Andrew's slog solution - by jaydfox - 08/22/2007, 10:41 AM
RE: Computing Andrew's slog solution - by jaydfox - 08/22/2007, 04:00 PM
RE: Computing Andrew's slog solution - by jaydfox - 08/22/2007, 04:06 PM
RE: Computing Andrew's slog solution - by jaydfox - 08/23/2007, 07:27 AM
RE: Computing Andrew's slog solution - by jaydfox - 08/23/2007, 04:43 PM
RE: Computing Andrew's slog solution - by jaydfox - 08/23/2007, 04:47 PM
RE: Computing Andrew's slog solution - by jaydfox - 08/24/2007, 07:07 AM
RE: Computing Andrew's slog solution - by jaydfox - 08/24/2007, 07:48 AM
RE: Computing Andrew's slog solution - by jaydfox - 08/24/2007, 03:20 PM

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