Representations of ³D₄(2)

Permutation Representations

Points	ID	Prim	Trans	Rank	Suborbits	Char	Stab	Files
819		Primitive	1	4	1, 18, 288, 512			m b g M	view

Matrix Representations

Char	Ring	Dim	ID	Ind	Character	Char Rng	H1	H2	Schur	Irr	Files
0	Z	26		+	χ2					?	m b g M	view
0	Z	52		+	χ3					?	m b g M	view
0	Z	196		+	χ4					?	m b g M	view
Char	Ring	Dim	ID	Ind	Character	Char Rng	H1	H2	Schur	Irr	Files
2	GF(8)	8	a							Abs irr	m b g M	view
2	GF(2)	26								Abs irr	m b g M	view
Char	Ring	Dim	ID	Ind	Character	Char Rng	H1	H2	Schur	Irr	Files
3	GF(3)	25								Abs irr	m b g M	view
3	GF(3)	52								Abs irr	m b g M	view
3	GF(3)	196								Abs irr	m b g M	view
3	GF(3)	324								Abs irr	m b g M	view
3	GF(27)	351	a							Abs irr	m b g M	view
3	GF(27)	351	b							Abs irr	m b g M	view
3	GF(27)	351	c							Abs irr	m b g M	view
3	GF(3)	441								Abs irr	m b g M	view
3	GF(3)	1053								Abs irr	m b g M	view
Char	Ring	Dim	ID	Ind	Character	Char Rng	H1	H2	Schur	Irr	Files
7	GF(7)	26								Abs irr	m b g M	view
7	GF(7)	298								Abs irr	m b g M	view
Char	Ring	Dim	ID	Ind	Character	Char Rng	H1	H2	Schur	Irr	Files
13	GF(13)	26								Abs irr	m b g M	view

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Exceptional groups of Lie type
³D₄(2)
Representations of TD4(2)

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