Unipotent/Stability computation at Thu Dec  4 12:51:32 2008
Unipotent representations for 
G=G2(split)
G6v=G^v=G2(split)
Atlas version 0.3./Build date: Nov 19 2007 at 06:09:46.

Special                      Special                           
Orbit   Cells Diagram #R A   Dual Orbit  Cells Diagram #R A
G2	0     22      1  1   0		 3     00	1 1

Parameters: 0*
 0(0,9):  0  0  [i1,i1]   1   2   ( 3, *)  ( 4, *)   e

Dual Parameters: 9*
 9(9,0):  4  3  [r2,r2]  10  11   ( 7, *)  ( 8, *)   1,2,1,2,1,2

Everything is stable
Dimension of space of stable characters: 1
----------------------------------------------------------------------------
Special                      Special                           
Orbit   Cells Diagram #R A   Dual Orbit  Cells Diagram #R A
G2(a1)	1,2   02      2  S3  G2(a1)	 1,2   20	2 S3

Parameters: 2,3,5,7*,10*
 2(2,9):  0  0  [ic,i1]   2   0   ( *, *)  ( 4, *)   e
 3(3,7):  1  1  [r1,C+]   3   6   ( 0, 1)  ( *, *)   1
 5(5,5):  2  2  [C-,C+]   4   8   ( *, *)  ( *, *)   1,2,1
 7(7,3):  3  1  [C-,i2]   6   7   ( *, *)  ( 9,11)   1,2,1,2,1
10(9,1):  4  3  [r2,rn]   9  10   ( 8, *)  ( *, *)   2,1,2,1,2,1

Dual Parameters: 11,7,5,3*,1*
11(9,2):  4  3  [rn,r2]  11   9   ( *, *)  ( 8, *)   1,2,1,2,1,2
 7(7,3):  3  2  [i2,C-]   7   6   ( 9,10)  ( *, *)   2,1,2,1,2
 5(5,5):  2  1  [C+,C-]   8   4   ( *, *)  ( *, *)   2,1,2
 3(3,7):  1  2  [C+,r1]   6   3   ( *, *)  ( 0, 2)   2
 1(1,9):  0  0  [i1,ic]   0   1   ( 4, *)  ( *, *)   e

Dimension of space of stable characters: 4

Basis of stable characters as sums of irreducibles:
2+10*
2+7*
5
-2+3

Basis of stable characters as matrix of coefficients:
1,0,0,0,1
1,0,0,1,0
0,0,1,0,0
-1,1,0,0,0

All combinations of cells with non-zero stable sums
Cells   Dimension of space of stable sums
2	1
1	2
2,1	4

----------------------------------------------------------------------------
Special                      Special                           
Orbit   Cells Diagram #R A   Dual Orbit  Cells Diagram #R A
0	3     00      1  1   G2		 0     22	1 1	    	

Parameters: 9*
 9(9,0):  4  3  [r2,r2]  10  11   ( 8, *)  ( 7, *)   2,1,2,1,2,1

Dual Parameters: 0*
 0(0,9):  0  0  [i1,i1]   1   2   ( 4, *)  ( 3, *)   e

Dimension of space of stable characters: 1

Basis of stable characters as sums of irreducibles:
9*

Basis of stable characters as matrix of coefficients:
1
----------------------------------------------------------------------------