Year: 1981
Type: article
Abstract: Let $\tau :J \to J$ be a piecewise ${C^2}$ map, where $J$ is an interval, satisfying $\left | {\tau ’} \right | > 1$. An upper bound for the number of independent absolutely continuous measures invariant under $\tau$ is presented.
Authors: Abraham Boyarsky, Gabriel Haddad
Language: English
Subfield: Mathematical Physics
Field: Mathematics
Domain: Physical Sciences
Open Access status: bronze
Award: G3146111714
OpenAlex ID: W2090071017