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The following pages link to On the $x$-coordinates of Pell equations which are Fibonacci numbers (Q4606524):

Displaying 22 items.

Large strings of consecutive smooth integers (Q651390) (← links)
$X$-coordinates of Pell equations which are Lucas numbers (Q2010828) (← links)
On the $x$-coordinates of Pell equations that are sums of two Padovan numbers (Q2024048) (← links)
Linear combinations of prime powers in $X$-coordinates of Pell equations (Q2024952) (← links)
An exponential Diophantine equation related to the sum of powers of two consecutive terms of a Lucas sequence and $x$-coordinates of Pell equations (Q2052782) (← links)
$X$-coordinates of Pell equations in various sequences (Q2097087) (← links)
On $Y$-coordinates of Pell equations which are Lucas numbers (Q2097512) (← links)
Sums of $S$-units in the solution sets of generalized Pell equations (Q2193023) (← links)
The $x$-coordinates of Pell equations and sums of two Fibonacci numbers. II. (Q2210762) (← links)
On $X$-coordinates of Pell equations which are repdigits (Q2221683) (← links)
On $Y$-coordinates of Pell equations which are members of a fixed binary recurrence (Q2305487) (← links)
Zeckendorf representations with at most two terms to $x$-coordinates of Pell equations (Q2309648) (← links)
On the $x$-coordinates of Pell equations which are products of two Fibonacci numbers (Q2312898) (← links)
On the $x$-coordinates of Pell equations which are $k$-generalized Fibonacci numbers (Q2329269) (← links)
On the $X$-coordinates of Pell equations of the form $px^2$ (Q2694923) (← links)
On the $x$-coordinates of Pell equations which are Narayana numbers (Q5057063) (← links)
On the $x-$coordinates of Pell equations which are sums of two Padovan numbers (Q5148755) (← links)
On the X-coordinates of Pell equations which are rep-digits, II (Q5217961) (← links)
The X -coordinates of Pell equations and Padovan numbers (Q5742926) (← links)
On $Y$-coordinates of Pell equations which are Fibonacci numbers (Q6175553) (← links)
On the X-coordinates of Pell equations X2 − dY2 = ±1 as difference of two Fibonacci numbers (Q6193634) (← links)
On the $x$-coordinates of Pell equations that are products of two Pell numbers (Q6550087) (← links)