2 problems

Let $\alpha\in\mathbb{T}$ be a parameter, and let $GCS_n(\alpha)$ denote the generalized cylinder set associated with the first $n+1$ letters of the itinerary $I(\alpha)$. Say that…

Let $QML$ be the quadratic minor lamination, let $\ell$ be a leaf of $QML$, let $P(\ell)$ be the set of leaves separating $\ell$ from the root lamination, and let $\lambda(\ell)$ b…