— 48 — 
che trattata come l'analoga nelle G porge 
(,. + 2)!-(r-/i).(r+l)! -(r-h) 0 
(r+ 1)! — (r — A — 1). r! 1 — (r — h ^ 1) 
^ r\ — (^,--.h—2).{r — l)\ 0 1 
ih + l){h + 2) 
0 ! 
0 
0 
-2 i 
I 
1 ! 
0- + 2)! 
(^4-4)! — 2.(/i + 3)! 0 0 
(A + 3)! 0 0 
Ciò premesso, dalle (46), (47) sono generati i sistemi 
(,.-1-2)1 
ffn-rr + l i^'^-rr-, + . . . + (/i - 2)!^,,,_,,, -l- (h - l)!5r„,._,.. = 
(50) i 
ri 
ffH-2,r-i + . . . + (A - 3)!^,,,_,,, + (/i - 2)!5r,, = ^—1^ 
9n,T-h'i — 
{r-h-\-2)\ 
1 
/;-.,r + 1 + . . . + (A - 2)!/-.,,.,,, + - i)!/o,._H.. = 
('• + 2)! 
(A+l)(/i-l-2) 
+ 
+ . . . + - 3)!/; 4- - 2)!/- ,H = 
A (A — 1) 
fo,r-h*ì '- — 
{r- M-_3)! 
2.3 
0--/^ + 2)! 
1>2 
dai quali si traggono 
(51) gHr.^ = 
(r + 2)! 
/i + 1 
h 
1 ! 2! 
1 1! 
0 1 
(r — h-\- 3)1 
ì — L 0 0 
(r^h + 2)1 
1 
0 0 
h\ 
(h-\y. 
ih-2)\ 
1! 
1 
(r + 2)! 
(/, + 1) (;, + 2) 
h{h+l) 
r! 
(/i— l)/l 
! 0--^ + 3)! 
2.3 
('•-/^ + 2)! 
1.2 
1 ! 2! 
1 1! 
0 I 
0 0 
0 0 
h\ 
(h~])\ 
{h-2)l 
1! 
1 
