Rough integrators on Banach manifolds release_p4fvgquxrncpnlb24hojr3h2ly

by Ismael Bailleul

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2014  

Abstract

We introduce a notion of p-rough integrator on any Banach manifolds, for any p≥ 1, which plays the role of weak geometric Holder p-rough paths in the usual Banach space setting. The awaited results on rough differential equations driven by such objects are proved, and a canonical representation is given if the manifold is equipped with a connection.
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Type  article
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Date   2014-07-22
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Language   en ?
arXiv  1403.3285v3
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