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On the exponential diophantine equation x 2+2a pb = yn

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Akademik Birimler

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Zhu, Huilin
Le, Maohua
Soydan, Gökhan
Togbe, Alain

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Springer

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Let be an odd prime. In this paper we study the integer solutions(x, y, n, a, b) of the equation x(2) + 2(a) p(b) = y(n), x >= 1, y > 1, gcd(x, y) = 1, a >= 0, b >= 0, n >= 3.

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Primitive divisors, Lucas, Exponential diophantine equation, Primitive divisor, Lucas number, Jacobi symbol, Science & technology, Physical sciences, Mathematics, applied, Mathematics

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