2 problems

Let $X$ be a $C^1$ vector field with flow $X_t$, and let $\Gamma$ be a $p$-sectional hyperbolic set with invariant splitting $T_\Gamma M=E\oplus F$. A metric is required to provide…

Let $X$ be a conservative $C^1$ vector field and let $\Gamma$ be a singular hyperbolic set for $X$. A singular adapted metric is a Riemannian metric satisfying the contraction, dom…