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edited Mar 26, 2020 at 19:09

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Equation $p\cdot q\cdot r=a^3-1+43\cdot (23^2b^2-1)$

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asked Mar 26, 2020 at 18:45

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Equation $p\cdot q\cdot r=a^3-1+43\cdot (23^2-1)$

$p\cdot q\cdot r=a^3-1+43\cdot (b^2-1)$

p, q, r are primes.

a, b integers>0.

Is this equation a Mordell equation? Has this equation infinitely many solutions?

nt.number-theory