Closed Frankie123421 closed 1 year ago
Hi,
Let’s consider a 1d example. We meant that if p(x + t) = p(x), then it is constant so when we let p(x) = c then:
integral-infty^+infty p(x) = integral-infty^+infty c Which can either equal zero or tend towards plus/minus infinity.
Thanks for your kind reply. I got it.
Hi, I am studying your nice work these days. And I am confused with a little bit foolish question: the paper mentioned that "it is impossible to have a non-zero distribution that is invariant to translations, since it cannot integrate to one", could you please explain further mathematically on why it cannot integrate to one?