13Proof.LetCn=fa0;a1;:::;an1gbeacyclicgroupofordern(forsomepositivein - PDF document

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13Proof.LetCn=fa0;a1;:::;an1gbeacyclicgroupofordern(forsomepositivein - PPT Presentation

z timesam2Handthereforehamakamar2HThusbythechoiceofmwemusthaver0whichimpliesthath2hamiSinceh2HwasarbitrarythisimpliesH6hamiandcompletestheproofaDefinitionForH6Gandx2Glet ID: 183507

{z }`-times=(am)`2H;andtherefore h(am)`=ak(am)`=ar2H.Thus bythechoiceofm wemusthaver=0 whichimpliesthath2hami.Sinceh2Hwasarbitrary thisimpliesH6hamiandcompletestheproof.aDefinition.ForH6Gandx2G let

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13Proof.LetCn=fa0;a1;:::;an1gbeacyclicgroupofordern(forsomepositivein - PDF document

13Proof.LetCn=fa0;a1;:::;an1gbeacyclicgroupofordern(forsomepositivein - PPT Presentation

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