can i say that a degenerate productory like
$$ \prod_{t=1}^{0} (1+r_t) $$
is equal to one? I cant seem to find a precise answer about this anywhere.
can i say that a degenerate productory like
$$ \prod_{t=1}^{0} (1+r_t) $$
is equal to one? I cant seem to find a precise answer about this anywhere.