The Diophantine equation : a brief overview.
The diophantine equation , II
The diophantine equation
The diophantine equation
The Diophantine equation
The Diophantine equation in three quadratic fields.
The Diophantine equation and indecomposable binary quadratic forms.
The Diophantine equation x...+11=3... and related questions.
The diophantine equation (x2 - 1) (y2 - 1) = (z2 - 1)2: a footnote.
The diophantine equation x² + 19 = yⁿ
The diophantine equation x2 + 3 = 7n.
The diophantine equation x² + C = yⁿ
The Diophantine equation X² - db²Y⁴ = 1
The diophantine equation x3 + dy3 = 1 and the fundamental unit of a pure cubic field Q (...d).
The Diophantine Equation X³ = u+v over Real Quadratic Fields
Let k be a real quadratic field and let and be the ring of integers and the group of units, respectively. A method of solving the Diophantine equation X³ = u+v (, ) is developed.
The diophantine equation X3 + Y3 = DZ3 and the conjectures of Birch and Swinnerton-Dyer.
The Diophantine equation x⁴ - Dy² = 1, II
The Diophantine equation xⁿ = Dy² + 1
The Diophantine equation X(X + 1) = Y(Y... + 1).
The Diophantine equation x(x+1)...(x+(m-1)) + r = yⁿ