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Gaussian Fluctuations of the Gradient of the Fréchet Function and Nonstandard Asymptotics of Sample Fréchet Means
We establish a central limit theorem for the gradient of the population Fréchet function in local Euclidean coordinates on a metric space. Assuming a unique population mean, a consistent measurable sequence of sample means, semiconcavity and moment bounds for the squared distance functions, and loca
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