The diophantine equation ax5 + by5 + cz5 = au5 + bv5 + cw5

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Abstract

A parametric solution of the Diophantine equation ax5 + by5 + cz5 = au5 + bv5 + cw5 is obtained when a, b and c are distinct nonzero integers such that a + b + c = 0. © 1999 Rocky Mountain Mathematics Consortium.

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Choudhry, A. (1999). The diophantine equation ax5 + by5 + cz5 = au5 + bv5 + cw5. Rocky Mountain Journal of Mathematics, 29(2), 459–462. https://doi.org/10.1216/rmjm/1181071645

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