The Third Conjecture - Prime Numbers Of Mersenne
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Author : Spanu Dumitru Viorel Address : Street Marcu Mihaela Ruxandra no.5 , 061524 , flat 47 , Bucharest , Romania E-mail : [email protected] [email protected] [email protected] Phones : +402141311107 0731522216 An english version will be written soon . Conjectura despre numerele prime ale lui Mersenne
Exista o infinitate de numere prime Xi strict mai mari decit 17 , care sunt , fiecare dintre ele , egale cu suma tuturor numerelor prime strict mai mici decit un numar prim j > 7 , astfel incit , numerele lui Mersenne formate cu Xi adica : Xi
2
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sa fie de asemenea numere prime . Pentru fiecare indice i exista un numar prim j distinct . O conjectura propusa de Spanu Dumitru Viorel
Exista o infinitate de numere prime Xi strict mai mari decit 17 , care sunt , fiecare dintre ele , egale cu suma tuturor numerelor prime strict mai mici decit un numar prim j > 7 , astfel incit , numerele lui Mersenne formate cu Xi adica : Xi
2
-
1
sa fie de asemenea numere prime . Pentru fiecare indice i exista un numar prim j distinct . O conjectura propusa de Spanu Dumitru Viorel
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