The permutation symmetry of the atoms gives the col- lective parts of the master equation an SU(3) group structure, and this allows the default exponential scaling of the Liouville state space, 32^N , to be reduced to a polynomial scaling, N^4 [51].
The permutation symmetry of the atoms gives the col- lective parts of the master equation an SU(3) group structure, and this allows the default exponential scaling of the Liouville state space, 32^N , to be reduced to a polynomial scaling, N^4 [51].