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Secondary Chow Invariants beyond Lawson--Massey Products
We construct secondary Chow invariants that cannot be recovered from Lawson--Massey realization. For every smooth complex projective curve $C$ of positive genus and every $n\ge2$, explicit cubical defining systems yield $n$ distinct Massey values in $\rm{CH}^{3}(C\times P^{2},1)$, with zero full ind
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