The optimal Kobayashi-distance bounds previously known for C^{2,alpha}-smooth strongly pseudoconvex domains are proved for general C^2 strongly pseudoconvex domains, and upper bounds are extended to C^{1,1} and to non-semipositive points.
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Optimal bounds for the Kobayashi distance near $\mathcal C^2$-smooth boundary points
The optimal Kobayashi-distance bounds previously known for C^{2,alpha}-smooth strongly pseudoconvex domains are proved for general C^2 strongly pseudoconvex domains, and upper bounds are extended to C^{1,1} and to non-semipositive points.