Dual bundle
= Dual bundle
{title2=$E^*$}
{wiki}
The dual bundle $E^*$ has fibre $\operatorname{Hom}(E_x,\mathbb F)$ over $x$. Its transition matrices are the inverse transposes of those of $E$.
= Dual bundle
{title2=$E^*$}
{wiki}
The dual bundle $E^*$ has fibre $\operatorname{Hom}(E_x,\mathbb F)$ over $x$. Its transition matrices are the inverse transposes of those of $E$.