Character Table info for S8N2
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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