Index o f notatio n
(specia l cu p product) , 53 , 60
(standard cu p product) , 16
U (standar d cu p product) , 152
(*) (propert y o f a functo r H), 108
(x)n ( i n t f ^ / x j ) , 18
(characte r group) , 11 1
[n/2] (integra l part) , 5 8
A (functo r Fields/ ko— Sets), 7
Affn, 2 8
Aff£, 5 6
Alb, 9
a(v), 19
An, 8 8
Br(F), 151
C(d) (Tat e twist) , 18
Cent. Sirnpl n, 8
Cor (corestriction) , 20 , 3 4
Dec™, 19, 2 4
A, 5 6
6Y, 126
9-K (q) (residu e o f q) , 6 4
d(q) = discriminan t o f q, 8 , 7 6
e (invarian t o f etal e algebra s o f ran k 6 an d
7), 83 , 86, 89 , 9 0
E(2), 7 3
E6, 41,51,52, 150
E7, 52, 150
E8, 52,150
E(A,B), 78
en (/), 43, 77
Etn, 8
(F), 12
F4, 10,41,49-52,67, 150
Fields/fco, 7
(Fus), 3 7
G2, 10, 13, 41, 51, 52, 67 , 150
Tk = Gal(fc s/fc), 9
#!(*;,£), 9
Herm
n
, 8
Hl{k) = H i(k,Z/2Z), 3 9
HifaC), 11
H(k) = H(k, Z/2Z) , 3 9
H{k,C), 11
hyp, 5 0
/ (augmentatio n idea l o f W(k)), 6 3
/ (inerti a group) , 17
/«, 4 7
Inn(#), 119
Inv(A,C), 11
Inv(A,H), 7
Inv(G,C), 11
Inv(G, if), 10
Inv
n o r m
, 6 8
It (tam e inerti a group) , 17
^wikh 17
ko (groun d field), 7
fe|, 8 2
/c (algebraic closur e o f /c) , 9
ks (separabl e closur e o f k), 8
Ku 17
K
u n r
, 17
\P{q), 42 , 6 3
£(?), 66
m = [n/2 ] (integra l part) , 5 8
MG, 121
Mm 17
/xy, 126
n
Q
(Ros t multiplier) , 122
NG, 133
riG (orde r o f th e Ros t invariant) , 105, 130
equals Dynki n inde x gcd(n
M
), 133
Noe(G/fc0), 8 6
OQ (property) , 8 3
Oct, 9
Wn, 7 0
H (functo r Fields/ fco— Abelia n Groups) , 7 Pfistern, 9
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