Ergodic Theory and Dynamical Systems publishes original research at the highest level in Ergodic Theory, exploring the long-term average behavior of evolving systems, as well as Dynamical Systems, investigating systems that evolve over time. The journal presents research focusing on measure-preserving transformations, topological dynamics, smooth dynamics, and applications to areas such as number theory and mathematical physics. The scope extends to new theoretical developments, innovative methodologies, and significant applications that advance the understanding of complex systems.
The journal welcomes submissions addressing topics including, but not limited to, chaotic dynamics, fractal geometry, and statistical properties of dynamical systems. It is abstracted and indexed by leading databases such as Web of Science and Scopus, ensuring broad visibility for published work. Its primary audience comprises mathematicians, physicists, and researchers interested in theoretical and applied aspects of dynamical systems.
Researchers and scholars are invited to contribute their work to this leading journal to share significant findings and advancements in ergodic theory and dynamical systems. Visit the journal website for detailed submission guidelines and to explore published research.