Vanishing of higher-order moments on Lipschitz curves |
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Authors: | Alexander Brudnyi |
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Affiliation: | Department of Mathematics and Statistics, University of Calgary, Calgary, Canada |
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Abstract: | We study some algebraic and topological objects that appear naturally in the study of the center problem for the ordinary differential equation . In particular, we give a topological characterization of Lipschitz curves defined by the first integrals of the coefficients of this equation such that all moments of order?n, n∈N, vanish on them. |
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Keywords: | primary, 32E20 secondary, 34C07 |
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