180 INDE X O F NOTATIO N
Ind
v—•
A
Qn
\E\
i-Res
i-Ind
i / - i » A
Ql
\Pf
J n
[Sv]
uv
Ai
Ei,Fi,Kh
L(A)
B
0
(A)
B(A)
J y
B,
pn
m(/i)
D
n
= (d
Xfl
)
Cn = (cxfj)
The inductio n functo r fro m J4?
n
to J4?
n
+i
[i/] C [A ] and |i/ | = |A | - 1
The complexifie d Grothendiec k grou p o f J$?n
The equivalenc e clas s o f E i n Q
n
The i-restrictio n functo r fro m Mn t o J ^ _ i
The z-inductio n functo r fro m J ^ t o J ^ + i
z/ —» A , where th e adde d nod e ha s e-residu e i
The projectiv e Grothendiec k grou p o f J^
n
The equivalenc e clas s o f P i n C/ £
The Grothendiec k grou p o f a semisimpl e
Iwahori-Hecke algebr a
A basi s elemen t o f T
n
U
v
(st
e
), th e quantize d affin e specia l linea r grou p
The fundamenta l weight s
Generators o f U
v
An integra l highes t weigh t modul e
The crysta l grap h o f JL(A )
The canonica l basi s o f L(A )
The Foc k spac e 0
n
0
A
C{v)X
B^ = ^2
X
b\y\, a canonica l basi s elemen t i n T
v
A principa l indecomposabl e
The Mullineu x ma p
Decomposition matri x
Inverse decompositio n matri x
96
96
97
97
97
97
97
98
98
99
99
100
100
100
101
101
102
103
108
111
120
122
122
Previous Page Next Page