Pith. sign in

(A24) Let ⟨f ⏐ ⏐g⟩ = ∫ ∞ −∞ f (x)g(x)dx be the inner product, ˆL† the adjoint of ˆL, and w(x) = exp ( v0 ǫ x ) ∂xn0 the neutral mode of ˆL† ( ˆL†w = 0)

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