- #1
iScience
- 466
- 5
i realize this is a linear algebra question, but the bra-ket notation is still a little confusing to me so i posted it in this section.
|e>=(1+i,1,i) (n-tuple representation, where i's are the imaginaries)
so the norm of this would then be the following?
||e||=$$\sqrt{<e|e>}$$=$$\sqrt{(1+i,1,i)\cdot(1+i,1,i)}$$=$$\sqrt{(1+2i+i^2)+1+i^2}$$=$$\sqrt{2i}$$
|e>=(1+i,1,i) (n-tuple representation, where i's are the imaginaries)
so the norm of this would then be the following?
||e||=$$\sqrt{<e|e>}$$=$$\sqrt{(1+i,1,i)\cdot(1+i,1,i)}$$=$$\sqrt{(1+2i+i^2)+1+i^2}$$=$$\sqrt{2i}$$