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Tensor-structure sum rules for spin-1 targets at all $Q^2$
atomic-and-molecular-clustershigh-energy-physics-phenomenologyhigh-energy-physics-theorynuclear-experimentnuclear-theory
We derive a family of sum rules for the tensor structure functions of targets with spin one or higher, rooted in exact Siegert relations. The mixed rank-two $TT$--$LT$ degeneracy combines amplitudes of opposite crossing parity and, under the superconvergence assumption, gives $\int_0^1\! d x\,[b_2(x
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