fh_comm.hamiltonian_opsΒΆ
Classes
Anti-symmetric hopping term \(a^{\dagger}_{i\sigma} a_{j\sigma} - h.c.\) between sites i and j with spin s. |
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Parent class for fermionic Hamiltonian operators or commutators between them. |
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Hopping term \(a^{\dagger}_{i\sigma} a_{j\sigma} + h.c.\) between sites i and j with spin s. |
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Number operator \(n_{i\sigma}\). |
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Product of Hamiltonian operators. |
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Sum of Hamiltonian operators. |
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Zero operator. |