The Core Representation Theorem states that the universal scheme-invariant carrier for QCD factorization is the relative tensor product C ⊗_A f over the interface algebra A encoding collinear counterterms.
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A Core Representation Theorem for Scheme-Invariant Collinear Factorization in QCD
The Core Representation Theorem states that the universal scheme-invariant carrier for QCD factorization is the relative tensor product C ⊗_A f over the interface algebra A encoding collinear counterterms.