Pages that link to "Item:Q4204207"
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The following pages link to The equation xyz=x+y+z=1 in integers of a quartic field (Q4204207):
Displaying 12 items.
- On unit solutions of the equation \(xyz=x+y+z\) in totally imaginary quartic fields (Q1183270) (← links)
- The equation \(xyz=x+y+z=1\) in integers of a cubic field (Q1262332) (← links)
- On Fermat's quadruple equations (Q1969654) (← links)
- Elliptic curves associated with simplest quartic fields (Q2642756) (← links)
- Solutions to \(xyz=x+y+z=1\) in quintic number rings (Q2883395) (← links)
- On the equation \(x^3 + y^3 + z^3 = 0\) in the maximal orders of quadratic fields (Q2911183) (← links)
- Which Integers are Representable as the Product of the Sum of Three Integers with the Sum of their Reciprocals? (Q3137453) (← links)
- Problèmes D'effectivité sur les Quartiques de Fermat (Q3435377) (← links)
- Solutions to xyz = 1 and x + y + z = k in algebraic integers of small degree, II (Q3448928) (← links)
- Some Quartic Curves with no Points in any Cubic Field (Q3737547) (← links)
- Solutions to xyz = 1 and x+y+z = k in algebraic integers of small degree, I (Q5402844) (← links)
- Integers of a quadratic field with prescribed sum and product (Q6086103) (← links)
