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Showing 1 to 1 of 1 for “"Mobius invariant"”.
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Geometric Properties of the Ferrand Metric
We investigate the differentiability of the Ferrand metric-density and find a sufficient condition that implies that the Ferrand metric-density is not differentiable and that the Ferrand Gaussian curvature is negative infinity at a point. We prove that a closed Euclidean ball, closed half-space, or …