As part of a Quantum Theory project I have "constructed" an arbitrary 3-qubit basis:
$\left|B_0\right> =\left|000\right>$
$\left|B_1\right> = \frac{1}{\sqrt{2}}\cos(x)(\left|100\right> + \left|010\right>) + \sin(x)\left|001\right>$
and so on to $\left|B_6\right>$.
The states are orthogonal and form a proper basis set.
However, I would like to know if (and how) such a measurement can be performed.
I was looking at polarization of light and time-bins qubits experiments, but they only seem to look at creating those states, rather than performing a measurement in this basis.
Thank you in advance for your answers!
