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Fractional DP-colorings of $d$-degenerate locally sparse graphs
Bernshteyn, Kostochka, and Zhu (2020) introduced the notion of fractional DP-coloring, which generalizes both fractional coloring and fractional list coloring. Among several foundational results, they proved that every $d$-degenerate bipartite graph $G$ satisfies $χ_f^{\mathrm{DP}} \le (1 + o(1))\fr
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