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PDF-60NigelBostonCallapro-pgroupjust-in niteifitsonlyin nitequotientisitse PDF document

rr ss qegSf31943gThenGQSphasasubgroupHofindex2whose xed eldisimaginaryAnextensionofTheorem212impliesthatrHdHByclass eldtheoryHabisisomorphictothe2Sylowsubgroupofarayclassg

r=r s=s q e.g.S=f3;19;43g.ThenGQ;S(p)hasasubgroupHofindex2whose xed eldisimaginary.AnextensionofTheorem2.1(2)impliesthatr(H)=d(H).Byclass eldtheory Habisisomorphictothe2-Sylowsubgroupofarayclassg

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