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Seidel[16]classiedthelargestnumberofequiangularlinesinRNfordimensions Seidel[16]classiedthelargestnumberofequiangularlinesinRNfordimensions

Seidel[16]classiedthelargestnumberofequiangularlinesinRNfordimensions - PDF document

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Uploaded On 2016-06-02

Seidel[16]classiedthelargestnumberofequiangularlinesinRNfordimensions - PPT Presentation

2WewillseethatinmostcasestherearemanyfewerlinesthanthisboundgivesAlsoPNeumann15producedafundamentalresultintheareaTheorem22PNeumannIfRNhasMequiangularlinesatangle1 andM2Nthen isanoddint ID: 345449

2:Wewillseethatinmostcasestherearemanyfewerlinesthanthisboundgives.Also P.Neumann[15]producedafundamentalresultinthearea:Theorem2.2(P.Neumann):IfRNhasMequiangularlinesatangle1= andM2N then isanoddint

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