Pages that link to "Item:Q5934927"
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The following pages link to Fermionic realisations of simple Lie algebras and their invariant fermionic operators (Q5934927):
Displaying 9 items.
- Oscillator-fermionic representations of simple Lie algebras of type \(B_n\) (Q864343) (← links)
- Fundamental fermions fit inside one \(\text{su}(1|5)\) irreducible representation (Q2505995) (← links)
- Compilation of relations for the antisymmetric tensors defined by the Lie algebra cocycles of \(\text{su}(n)\) (Q2729437) (← links)
- The group theoretical structure of fermion many-body systems arising from the canonical anticommutation relation. I: Lie algebras of fermion operators and exact generator Coordinate representations of state vectors. (Q2750396) (← links)
- Optimally defined Racah-Casimir operators for su\((n)\) and their eigenvalues for various classes of representations (Q2774668) (← links)
- Fermionic representations of unitary Lie algebras coordinated by skew rings (Q5063783) (← links)
- 1-, 2-, AND 6-QUBITS, AND THE RAMANUJAN–NAGELL THEOREM (Q5411778) (← links)
- Lie algebra fermions (Q5870911) (← links)
- Hidden supersymmetries in supersymmetric quantum mechanics (Q5936830) (← links)
