Pages that link to "Item:Q1705231"

The following pages link to On the determination of solutions of simultaneous Pell equations \(x^2 - (a^2 - 1) y^2 = y^2 - pz^2 = 1\) (Q1705231):

Displaying 10 items.

• Complete solutions of the simultaneous Pell equations \(x^2 - 24y^2 = 1\) and \(y^2 - pz^2 = 1\) (Q472822) (← links)
• On simultaneous Pell equations \(x^{2}-(a^{2}-1)y^{2}=1\) and \(y^{2}-pz^{2}=1\) (Q1677486) (← links)
• On solutions of the simultaneous {P}ell equations {\(x^2-(a^2-1)y^2=1\)} and {\(y^2-pz^2=1\)} (Q1701359) (← links)
• On the system of Pell equations \(x^2-(a^2b^2 {\pm } a)y^2=1\) and \(y^2-pz^2=4b^2\) (Q2241684) (← links)
• Complete solutions of the simultaneous Pell equations \((a^2+1)y^2-x^2 = y^2-bz^2 = 1\) (Q2671048) (← links)
• Simultaneous integer sequences and solving the Pell equation (Q2825897) (← links)
• (Q2991474) (← links)
• Explicit formula for the solution of simultaneous Pell equations 𝑥²-(𝑎²-1)𝑦²=1, 𝑦²-𝑏𝑧²=1 (Q3130820) (← links)
• (Q4545722) (← links)
• On the solvability of the simultaneous Pell equations x2 − ay2 = 1 and y2 − bz2 = v12 (Q5155868) (← links)