Lipschitz geometry and rough paths
<p>Motivated by building a Lipschitz structure on the reachability set of a set of rough differential equations, we study first Lipschitz maps in full detail and in many aspects: we show embedding properties of Lipschitz spaces, study algebraic properties, local versus global behaviour of Lips...
Auteur principal: | Boutaib, Y |
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Autres auteurs: | Lyons, T |
Format: | Thèse |
Publié: |
2016
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Sujets: |
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