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Creators/Authors contains: "Jin, Wenyu"

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  1. We present a deterministic fully dynamic algorithm with subpolynomial worst-case time per graph update such that after processing each update of the graph, the algorithm outputs a minimum cut of the graph if the graph has a cut of size at most $$c$$ for some $$c = (\log n)^{o(1)}$$. Previously, the best update time was $$\widetilde O(\sqrt{n})$$ for any $c > 2$ and $$c = O(\log n)$$. 
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