Absolutely continuous invariant measures for non-autonomous dynamical systems
Absolutely continuous invariant measures for non-autonomous dynamical systems is a scholarly work, published in 2019 in ''Journal of Mathematical Analysis and Applications''. The main subjects of the publication include Chaotic, continuous function, pure mathematics, invariant, absolute continuity, topological entropy, dynamical systems, metric space, compact space, chaos theory, discrete mathematics, dynamical systems theory, quantum chaos, mathematics, and topological conjugacy. The authors consider the non autonomous dynamical system $\{\tau_{n}\},$ where $\tau_{n}$ is a continuous map $X\rightarrow X,$ and $X$ is a compact metric space.