Character Table info for A8.2N2
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Name:
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A8.2N2
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Group order:
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128 = 27
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Number of classes:
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20
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InfoText value:
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origin: CAS library,
names:=s61; s6[1]
order: 2^7 = 128
number of classes: 20
source:dye, r.h.
the classes and characters of
certain maximal and other subgroups
of o 2n+2(2)
ann.mat.pura appl.(4) 107
(1975), 13-47
comments:table blown up using cas-system
Sylow 2 subgroup in S8,
tests: 1.o.r., pow[2]
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Main table:
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A11Syl2
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Group constructions in GAP:
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SmallGroup( 128, 928 )
,
TransitiveGroup( 8, 35 )
,
TransitiveGroup( 16, 376 )
,
TransitiveGroup( 16, 388 )
,
TransitiveGroup( 16, 390 )
,
TransitiveGroup( 16, 391 )
,
TransitiveGroup( 16, 393 )
,
TransitiveGroup( 16, 395 )
,
TransitiveGroup( 16, 396 )
,
TransitiveGroup( 16, 401 )
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Stored class fusions from this table:
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S8
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Stored class fusions to this table:
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s61p