Quantum Magnetic Top

@inproceedings{Boi1994QuantumMT,
  title={Quantum Magnetic Top},
  author={Mirjana Bo{\vz}i{\'c} and Dusan Arsenovic},
  year={1994}
}
The classical magnetic top is quantized by applying Schrodinger’s method of quantization in non-Euclidean coordinate system. As different from a free top (for which one usually imposes the condition of single-valuedness of wave functions) in the case of a magnetic top this condition is not justified. Thanks to this fact a magnetic top could possess integer as well as half integer values of canonical angular momentum. This property makes a magnetic top a candidate for the classical model of spin… 
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