- #1
DeepSeeded
- 113
- 1
Hello,
Can someone help me understand why the Inner Product of a Null vector with itself can be non zero if complex numbers are involved?
And why using the complex conjugate resolved this?
I may have understood this wrong. It could be that an Inner Product of any non-Null vector with itself can be zero if complex numbers are involved. Either way does someone have an example?
Can someone help me understand why the Inner Product of a Null vector with itself can be non zero if complex numbers are involved?
And why using the complex conjugate resolved this?
I may have understood this wrong. It could be that an Inner Product of any non-Null vector with itself can be zero if complex numbers are involved. Either way does someone have an example?