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Reports a geometric representation of quantum spin in quantum systems, indicating a new visualization approach.
This paper challenges Pauli's claim that quantum spin cannot be geometrically visualized by developing a Möbius-based representational framework. Using a constraint-first methodology and de Regt's intelligibility framework, it shows that non-orientable topology provides a disciplined geometric representation of quantum spin consistent with all six structural constraints of spin-1/2 and spin-1 systems.
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William Ekeson (2025) studied this question.
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