I've a simple recurrence relation of functions:
$\displaystyle a(x)_{n+1} = a(x)_{n} f(y_{n})$
where the distribution of y is known, and given by, say, p(y).
the function f is also given.
i'm looking for a (statistical) solution for the relation
I've a simple recurrence relation of functions:
$\displaystyle a(x)_{n+1} = a(x)_{n} f(y_{n})$
where the distribution of y is known, and given by, say, p(y).
the function f is also given.
i'm looking for a (statistical) solution for the relation