How does this recurrence relation simplify?
$X_n$ = $X_{n-1}$ + $2pqX_{n-1}$ - $qX_{n-1}$
It seems like some kind of binomial expansion but I am not sure.
How does this recurrence relation simplify?
$X_n$ = $X_{n-1}$ + $2pqX_{n-1}$ - $qX_{n-1}$
It seems like some kind of binomial expansion but I am not sure.
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