Full text: The collected mathematical papers of Arthur Cayley, Sc.D., F.R.S., sadlerian professor of pure mathematics in the University of Cambridge (Vol. 2)

424 
A MEMOIR ON THE SYMMETRIC FUNCTIONS 
[147 
IV (a). 
4 
13 
2 2 
1*2 
l 4 
II 
e 
bd 
c 2 
b 2 c 
6 4 
(1) 
+ 1 
(31) 
+ 1 
+ 4 
(2 2 ) 
+ 1 
+ 2 
+ 6 
(2P) 
+ 1 
+ 2 
+ 5 
+ 12 
(l 4 ) 
+ 1 
+ 4 
+ 6 
+ 12 
+ 24 
IV (b). 
4 
13 
2 2 
1 2 2 
l 4 
= 
e 
bd 
c 2 
b 2 c 
5 4 
(I) 
- 4 
+ 4 
+ 2 
- 4 
+ 1 
(31) 
+ 4 
- 1 
- 2 
+ 1 
(2 2 ) 
+ 2 
— 2 
+ 1 
(2P) 
- 4 
+ 1 
(l 4 ) 
+ 1 
Y (a). Y (b). 
II 
5 
/ 
14 
be 
23 
cd 
1 2 3 
Ifd 
12 2 
be 2 
P2 
b 3 c 
l 8 
b 5 
— 
5 
/ 
14 
be 
23 
cd 
P3 
b 2 d 
12 2 
be 2 
1 3 2 
b 3 c 
l 5 
If 
(5) 
- 1 
(5) 
- 5 
+ 5 
+ 5 
- 5 
- 5 
+ 5 
- 1 
(41) 
- 1 
- 5 
(41) 
+ 5 
- 1 
- 5 
+ 1 
+ 3 
- 1 
(32) 
- 1 
- 3 
- 10 
(32) 
+ 5 
- 5 
+ 1 
+ 2 
- 1 
(3P) 
- 1 
— 2 
— 7 
- 20 
(3P) 
- 5 
+ 1 
+ 2 
- 1 
(2 2 1) 
- 1 
— 2 
- 5 
- 12 
- 30 
(2 2 1) 
- 5 
+ 3 
- 1 
(2P) 
- 1 
- 3 
- 7 
- 12 
- 27 
- 60 
(2P) 
+ 5 
- 1 
(l 5 ) 
- 1 
- 5 
- 10 
- 20 
- 30 
- 60 
- 120 
(P) 
- 1 
VI (a). 
II 
6 
9 
15 
¥ 
24 
ce 
1 2 4 
b 2 e 
3 2 
d 2 
123 
bed 
1*3 
b 3 d 
2 3 
c s 
1 2 2 2 
b 2 c 2 
1 4 2 
bV 
P 
b* 
(6) 
+ 
1 
(51) 
+ 
1 
+ 
6 
(42) 
+ 
1 
+ 
4 
+ 
15 
(3 2 ) 
+ 
1 
+ 
2 
+ 
6 
+ 
20 
(4P) 
+ 1 
+ 
2 
+ 
9 
+ 
30 
(321) 
+ 
1 
+ 3 
+ 
3 
+ 
8 
+ 
22 
+ 
60 
(2 3 ) 
+ 1 
+ 
3 
+ 6 
+ 
6 
+ 
15 
+ 
36 
+ 
90 
(3P) 
+ 1 
3 
+ 10 
+ 
6 
+ 
18 
+ 
48 
+ 
120 
(2 2 1 2 ) 
+ 1 
+ 2 
+ 2 
+ 
8 
+ 18 
+ 
15 
+ 
34 
+ 
78 
+ 
180 
(21 4 ) 
+ 1 
+ 4 
+ 9 
+ 6 
+ 
22 
+ 48 
+ 
36 
+ 
78 
+ 
168 
+ 
360 
(P) 
+ 1 
+ 6 
+ 15 
+ 30 
+ 20 
+ 
60 
+ 120 
+ 
90 
+ 
180 
+ 
360 
+ 
720 
VI (b). 
— 
6 
9 
15 
¥ 
24 
ce 
1 2 4 
b 2 c 
3 2 
d 2 
123 
bed 
1 3 3 
b 3 d 
2 3 
c 3 
1 2 2 2 
b 2 c 2 
1 4 2 
bV 
l 6 
b 6 
(6) 
- 
6 
+ 
6 
+ 6 
- 6 
+ 3 
- 12 
+ 6 
— 2 
+ 9 
- 6 
+ 1 
(51) 
+ 
6 
- 
1 
- 6 
+ 1 
- 3 
+ 
7 
- 1 
+ 2 
- 4 
+ 1 
(42) 
+ 
6 
- 
6 
+ 2 
+ 2 
- 3 
+ 
4 
- 2 
- 2 
+ 1 
(3 2 ) 
+ 
3 
- 
3 
- 3 
+ 3 
+ 3 
- 
3 
+ 1 
(4P) 
- 
6 
+ 
1 
+ 2 
- 1 
+ 3 
- 
3 
+ 1 
(321) 
- 12 
+ 
7 
+ 4 
- 3 
- 3 
+ 
1 
(2 3 ) 
- 
2 
2 
- 2 
+ 1 
(31 3 ) 
+ 
6 
- 
1 
- 2 
+ 1 
(2 2 1 2 ) 
+ 
9 
- 
4 
+ 1 
(21 4 ) 
- 
6 
+ 
1 
(P) 
+ 
1 
(7) 
(61) 
(52) 
(43) 
(51 2 ) 
(421) 
(3 2 1) 
(32*) 
(H 3 ) 
(321 2 ) 
(2 3 1) 
(3U) 
(2 2 1 3 ) 
(21 5 ) 
(l 7 )
	        
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