suppose $X$ is a smooth variety and $F$ is a locally free sheaf on $X$. Let $U$ be an open subset of $X$ and $i$ denote the inclusion map. Is $i_*i^*F$ equal to $F$ ?
thanks.
suppose $X$ is a smooth variety and $F$ is a locally free sheaf on $X$. Let $U$ be an open subset of $X$ and $i$ denote the inclusion map. Is $i_*i^*F$ equal to $F$ ?
thanks.