Non-integrability of dominated splitting on mathbb{T}²
classification
🧮 math.DS
keywords
dominatedmathcalsplittingconstructdiffeomorphismexistsintegrablemathbb
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We construct a diffeomorphism $f$ on 2-torus with a dominated splitting $E \oplus F$ such that there exists an open neighborhood $\mathcal{U} \ni f$ satisfying that for any $g \in \mathcal{U}$, neither $E_g$ nor $F_g$ is integrable.
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