Of Clifford Algebra ι single
PauliMatrix.ofCliffordAlgebra_ι_single
Mathematical statement
The generators of the Clifford algebra correspond to the elements σ.
Source project: Physlib
Person-level attribution pending.
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PauliMatrix.ofCliffordAlgebra_ι_single
Mathematical statement
The generators of the Clifford algebra correspond to the elements σ.
Source project: Physlib
Person-level attribution pending.
PauliMatrix.pauliBasis'_decomp
Mathematical statement
The decomposition of a self-adjoint matrix into the Pauli matrices (where σi are negated).
Source project: Physlib
Person-level attribution pending.
PauliMatrix.pauliBasis'_repr_inl_0
Mathematical statement
The component of a self-adjoint matrix in the direction σ0 under the basis formed by the covariant Pauli matrices.
Source project: Physlib
Person-level attribution pending.
PauliMatrix.pauliBasis'_repr_inr_0
Mathematical statement
The component of a self-adjoint matrix in the direction -σ1 under the basis formed by the covariant Pauli matrices.
Source project: Physlib
Person-level attribution pending.
PauliMatrix.pauliBasis'_repr_inr_1
Mathematical statement
The component of a self-adjoint matrix in the direction -σ2 under the basis formed by the covariant Pauli matrices.
Source project: Physlib
Person-level attribution pending.
PauliMatrix.pauliBasis'_repr_inr_2
Mathematical statement
The component of a self-adjoint matrix in the direction -σ3 under the basis formed by the covariant Pauli matrices.
Source project: Physlib
Person-level attribution pending.