Geometry and marginals |
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Authors: | Lyle Noakes |
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Affiliation: | School of Mathematics and Statistics, The University of Western Australia, Nedlands, WA 6907, Australia |
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Abstract: | It is known that observations of a real-valued random variable defined over a smooth manifold M can be used to make inferences about M, at least when M is a curve or surface. We refine and extend the underlying asymptotic results and remove the condition . New examples of nonsmoothness in marginals are described in detail for , and methods are given for calculations in general. |
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Keywords: | primary 62A01 62E10 62E20 secondary 62G07 44A12 44A60 |
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