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Divergence Liftings and Regular Factorizations for Metric Cotype
We study scalar linear factorizations of coordinate antipodal differences through sign increments on finite discrete tori and the corresponding adjoint divergence liftings. On tori of side length \(2m\) with \(m\) even, the optimal regular norms of both factorizations are \(m\). Quotient-space duali
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