Fine properties of Besov functions $B_{q,\infty }^r$ in metric spaces

Paz Hashash, Arkady Poliakovsky

Let $X$ be a metric space and $\mu$ an $s$-regular Ahlfors measure. Let $Y$ be a metric space. We prove that for Besov functions $u\in B_{q,\infty }^r(X,\mu ;Y)$, every point is a {\it…