- #1

Dragonfall

- 1,030

- 4

Given [tex]\left| v\right>[/tex] and [tex]\left| u\right>[/tex] what is the difference between the outer product [tex]\left| v\right>\left< u\right|[/tex] and the tensor product [tex]\left| v\right>\otimes\left|u\right>[/tex]? Is the latter a matrix representation of the former in some basis? Which basis would that be?

Last edited: