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Systems of rough stochastic differential equations I: weak existence and Yamada--Watanabe
For systems of rough stochastic differential equations in the sense of Friz--Hocquet--Lê, with a fixed deterministic rough driver, we prove two results. The first is weak existence with unbounded coefficients. The Itô data is assumed continuous and of linear growth, with no Hölder or Lipschitz con
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