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Mac Williams identities and polarized Riemann-Roch conditions
Azniv Kasparian, Ivan Marinov · 2016-04-29 · via cs.IT updates on arXiv.org

The present note establishes the equivalence of Mac Williams identities for an additive code C and its dual to Polarized Riemann-Roch Conditions on their Zeta-functions. In such a way, the duality of additive codes appears to be a polarized form of the Serre duality on a smooth irreducible projective curve.

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