7 Jan
2008
7 Jan
'08
12:48 p.m.
On 1/7/08, Eugene Salamin <gene_salamin@yahoo.com> wrote:
... Maple 11 can do these. I will say that Maple 11 is a winner, while Maple 9 is a loser. ...
That's useful to know. Maple 10 was less appallingly flaky than Maple 9, but their @£$% licensing software kept clobbering it. I might try upgrading again, I suppose (groan!)
The denominators in the diagonal terms, R[p,p] seem to fit the pattern 1*3*5*...*(2p -1).
As I remarked earlier (attachment Jan 3rd), nobody seems previously to have noticed that u^{kk} = ( 1 + 1/3 + 1/5 + ... + 1/(2k-1) ) 2/\pi --- all the remaining values follow from these and u^{01} = 1/2, via \del^2 u^{kl} = 0. WFL