Discrete antiderivative
= Discrete antiderivative
A discrete antiderivative of $f$ is a function $F$ satisfying $\Delta F=f$. <Pascal's identity> gives
$$
\Delta\binom nr=\binom n{r-1}.
$$
= Discrete antiderivative
A discrete antiderivative of $f$ is a function $F$ satisfying $\Delta F=f$. <Pascal's identity> gives
$$
\Delta\binom nr=\binom n{r-1}.
$$