Computing all S-integral points on elliptic curves
Computing all S-integral points on elliptic curves
Let the elliptic curve E be defined by the equationformula herewith a1, …, a6 ∈ ℤ. Define a finite set of places S = {q1, …, qs−1, qs = ∞} of ℚ and put Q = max {q1, …, qs−1}. Let E(ℚ) denote the set of (x, y) ∈ ℚ2 …