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Neutron quantum physics Spinor 4[pi] rotation/Spin superposition/Squeezed states Topological effects (Aharonov- Casher/Berry) Bell inequality/Dressed neutrons From classical to quantum vibrations/ Linearity of Schrodinger equation/ time optics vs space optics, etc. Therefore, says Hestenes, it is well qualified to handle the many directed quantities in physics in a very natural way, including the complicated ones called spinors, which other mathematical languages that have been used cannot handle. a neutron in a magnetic field where the geometric phase arises by the spinor evolution due to the coupling with the magnetic field. |
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