Index
Ci(z), 3
c?(z), 3, 31 , 134
c**(C), 3, 34, 136
y
(z) = p(z)v(z), 3, 94, 138
z = /(C) , 3, 94, 136, 138
C
n
, j , 49
Cn,j j 78
C
f c
(i7), 94
P ( ^ ) , for an y P in 7 £
m
, 3
P*(z), for an y P in 7 ^
m
, 3
P**(C), for an y P in ^
m
, 3
Q, 151
Qo, 152
Q m , 154
C, field of complex numbers , 8
Q, field of rational numbers , 2
Q{w1,w2}, 156, 195
R, field ofrealnumbers,97
m, 27
2),195
©-degree,195
Srt, 104
3fc, 195
£n, 76
P, 28
SH, 27
£
m
, 195
Gmi 195
Hfc,
176
Air,
169
A4, 170
P, 169
7*2,
152
Q, 169
Qm, 165
^
m
, 165
^m, 2, 169
Hm, 95
5 , 169
Sn, 139
T , 169
Tfc, 170
-£"171,11 1 t)
2^m,3 = -^3,3, 7
X
3
,3 = ( l 3 , 3 )
m = 3
, 8
XmA = 14,4, 194
«2 , 5
b i , 5
*2, 5
™2,
3
^ j ) , 2
t i $ , 1 5 2
Atij, 16
£ * , 16
Did, 19
# i , 83
F i , 12
G i , 12
G i , 12
Hu 18
- * n,i, 5
( ' 3 . 3 )
m = 3
, 8
«Jn,i, 6
^ t , i . 5
M
l ) J ) f c
, 53
Nitj, 55
p (
x )
, for an y P in 7 £
m
, 3
P ^ j (in proof of Theore m 7.3), 56
Qij (in proof of Theore m 7.3), 57
Pij (for Qi of ^ construction), 126
Qi (for construction of R
z
) , 112
Ri\ H 2
5 i , 121
T[/i;z] , 171
U[p-z], 111
UPF, 172
V\g'\z], 171
V
P ) f
, 180
wi,j,k, 64
Xij, 66
1 ^ , 6 7
Z ^ - , 68
2ti,'j, H O
2i,j
m
^ i j , 108
0 - , j , 113
i l i j , 109
ai,'j(C), 34, 135
Pij(z), 39, 111
200
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