The paper classifies all tetrahedrally symmetric and efficiently localizable multiqubit bases, uniquely recovering the known Elegant Joint Measurement for two qubits and yielding discrete equivalence classes for three or more qubits.
Gitton, The elegant joint measurement is nonlocal in the triangle network (2024), pIRSA:24090140
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The Multiqubit Elegant Joint Measurement
The paper classifies all tetrahedrally symmetric and efficiently localizable multiqubit bases, uniquely recovering the known Elegant Joint Measurement for two qubits and yielding discrete equivalence classes for three or more qubits.