693]
A TENTH MEMOIR ON QUANTICS.
371
Table No. 98 (continued).
F was divided but not segregate: the divided and segregate form is
- 3
/ +1
cdb + 2
a?e + 1
a 3 d + 34
a 3 i + 40
aHr - 16
a 4 be - 21
«V -
1
a 6 k - 4
a 6 b 3 - 2
a°c 2 —18
a°cf— 36
a?bc- 42
à 2 ce — 35
»h - 5
aH - 8
a?bd +
18
a 5 bi + 1
,, bh + 3
a°c 3 +168
«°c 2 /+ 126
a 3 cd + 46
„ci — 16
a 4 b 2 c -
18
a 4 bce+ 2
„eg - i
d 2 bc 2 + 155
a 2 c 2 e +189
„ ch +
38
„cl — 8
aW+ 4
a°c 4 +252
a°c 3 f- 252
cPcM -
174
a?c% -16
„ c 2 h - 5
a 2 b<? —
86
a?c 3 e — 13
a 3 c 3 d + 16
a°c 5 +
72
a°cy + 9
a 2 bc 4 + 4
- 2
3.9
4. 12
5 . 15
6. 18
7.21
8.24
9.27
10.30
11.33
12.36
where for an integer non-segregate value of the fractional coefficient, see the original
form of F.
G as an invariant was divided and segregate, G — a 6 g.
4.0
H divided and segregate is
+ 3 + 3
/4+1
be + 2
a?g + 1
a 2 /; + 2
a 3 j + 2
/ -4
abd — 12
a/u — 8
« 2 6 3 + 4
a°cA — 6
a°bce — 6
„ 6A - 5
„ cl +12
„eg + 1
aZ>ceZ +12
a°c 2 A + 3
4.4 5.7 6.10 7.13 8.16
where the fractional coefficients are =
ac/e + 2
a 2 6 3 + 2
a°Z> 2 / + 4
„ æ + 6
„ bee — 6
a5cc/ — 2
,, cl +4
a°Z» 2 c 2 - 8
» W - 3
,, cVi + 1
„ ce 2 + 1