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Exponential diophantine equations
Let \(\mathbb G\) be a commutative algebraic group over \(\mathbb C\), not containing any algebraic subgroup isomorphic to the additive group \(\mathbb G_ a\). Let \(\Gamma\) be a subgroup of \(\mathbb G(\mathbb C)\) of finite rank, that is, there is a finitely generated subgroup \(\Gamma'\) of \(\Gamma\) such that all elements of \(\Gamma/\Gamma ...openaire +2 more sources
On a symmetric Diophantine equation with reciprocals
, 2016S. Konyagin, M. A. Korolev
semanticscholar +1 more source
On the Diophantine equation x2 + C= yn for C = 2a3b17c and C = 2a13b17c
, 2016H. Godinho, D. Marques, A. Togbé
semanticscholar +1 more source