Fixture
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0
0
(
A
5
)
″
{(A_5)}''
E
7
(
a
2
)
E_7(a_2)
G
manifest
=
(
E
7
)
36
×
(
G
2
)
12
G_{\text{manifest}}={(E_7)}_{36}\times {(G_2)}_{12}
hypermultiplet representation
=
1
2
(
56
,
1
)
\text{hypermultiplet representation} = \tfrac{1}{2}(56,1)
G
F
=
(
E
7
)
24
×
(
G
2
)
12
G_{\text{manifest}}={(E_7)}_{24}\times {(G_2)}_{12}
num
hypers
=
28
\text{num}_{\text{hypers}} = 28
n
h
=
112
(without the free hypers)
n_h=112\quad \text{(without the free hypers)}
n
v
=
56
n_v=56
dim
Coulomb
=
4
\dim\mtext{Coulomb}=4
Graded Coulomb branch dimensions
n
2
n_{2}
n
3
n_{3}
n
4
n_{4}
n
5
n_{5}
n
6
n_{6}
n
8
n_{8}
n
9
n_{9}
n
10
n_{10}
n
12
n_{12}
n
14
n_{14}
n
18
n_{18}
0
0
1
0
1
1
0
0
1
0
0