cients and let M be a fixed non-zero integer. Then the equation f(x, y) = M

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Theorem 6.6. Let f(x, y) be an irreducible binary form of degree n ≥ 3 with integer coeffi-
cients and let M be a fixed non-zero integer. Then the equation
f(x, y) = M
only finitely many integer solutions. Above equation is know as Thue equation.
Transcribed Image Text:Theorem 6.6. Let f(x, y) be an irreducible binary form of degree n ≥ 3 with integer coeffi- cients and let M be a fixed non-zero integer. Then the equation f(x, y) = M only finitely many integer solutions. Above equation is know as Thue equation.
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