The generalised Lie derivative of (s)pinor fields on Courant algebroids is constructed via a natural connection on the space of generalised metrics, yielding the formula L_u ψ = D_u ψ + (1/2)(D_u a^b)γ_{ab}ψ.
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On the generalised Lie derivative of (s)pinor fields
The generalised Lie derivative of (s)pinor fields on Courant algebroids is constructed via a natural connection on the space of generalised metrics, yielding the formula L_u ψ = D_u ψ + (1/2)(D_u a^b)γ_{ab}ψ.