Solution In Prime Numbers For A Diophantine Equation .
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Author : Spanu Dumitru Viorel e-mail : [email protected] Street Marcu Mihaela Ruxandra no. 5 , 061524 , Bucharest , Romania Phone: +40214131107
Solution in prime numbers for a diophantine equation There are 4 distinct prime numbers X1 , X2 , X3 , X4 so that they satisfies the next equation : X 13 Anyway a
+
X 23 +
X3 3 =
X 43
(1)
solution which emerge from theory can not find the 4 distinct prime numbers . It
must be done by trying different values . Recomandation : It is more easy to write a program in VisualBasic that will supply the solution . ( Tha range of 1 to 1200 for variables it would be enough to find a solution . )
Solution in prime numbers for a diophantine equation There are 4 distinct prime numbers X1 , X2 , X3 , X4 so that they satisfies the next equation : X 13 Anyway a
+
X 23 +
X3 3 =
X 43
(1)
solution which emerge from theory can not find the 4 distinct prime numbers . It
must be done by trying different values . Recomandation : It is more easy to write a program in VisualBasic that will supply the solution . ( Tha range of 1 to 1200 for variables it would be enough to find a solution . )
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