Citations:superselection


 * 2007 S. Ashhab et al, "Detecting mode entanglement: The role of coherent states, superselection rules and particle statistics" arXiv
 * The discussion of superselection rules arises naturally in this context, because their applicability to a given situation prohibits the use of coherent states.
 * 2009 D. D. Ferrante, "Symmetry Breaking: A New Paradigm for Non-Perturbative QFT and Topological Transitions" arXiv
 * The second will show that each different phase has its own topology which can be used as Superselection Rule; moreover, the Euler Characteristic of each phase gives it quantization condition.
 * 2010 Tulsi Dass, "A Stepwise Planned Approach to the Solution of Hilbert's Sixth Problem. II : Supmech and Quantum Systems" arXiv
 * Quantum systems, defined algebraically as supmech hamiltonian systems with non-supercommutative system algebras, are shown to inevitably have Hilbert space based realizations (so as to accommodate rigged Hilbet space based Dirac bra-ket formalism), generally admitting commutative superselection rules.