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ssquidd
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Your favorite surprising connections in mathematics
Mixed volume only directly connect to the number of isolated solutions in $\mathbb{C}^\ast$.
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Weighted projective space with rational or real weights
Yes. It seems with weights having common denominator $m$, an $m$-fold covering of the group $\mathbb{C}^\ast$ will do the job. But I couldn't find any reference. Will this approach break down in the case of infinite covering?
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