Re: ? orthogonal hyperplane

Thanks Ioannis :)

Thus, it can be generalized to any inner product value,

not just orthogonal plane. But what if the vector is

complex-valued? How do we define its orthogonal vector?

Still use dot(V, A) = 0? What if we only have

real(dot(V, A)) = 0

or

imag(dot(V, A)) = 0

do the above two have any special names and geometric

significances?

Thanks,
.

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