Movable part of a linear system
= Movable part of a linear system
{title2=$M=D-F$}
= Movable part
{synonym}
= Movable divisor
{synonym}
The movable part is $|D-F|$, where $F$ is the <fixed part>. It has no <fixed components>. On a <smooth algebraic surface> its associated divisor is <nef>: for each curve choose a member avoiding that curve and use nonnegative local <intersection multiplicities>.