Ergodic Problems of Classical Mechanics by B. and . Arnold and A. Avets is a unique study that immerses the reader in the world of classical mechanics, viewing it through the prism of ergodic theory. This work will be of particular interest to those who seek to understand more deeply not only the physical laws, but also the mathematical foundations behind them. The book focuses on issues related to the dynamics of systems and their long-term behavior. The authors investigate how systems composed of multiple interacting particles can exhibit both predictable and chaotic behavior. This makes the book relevant not only for physicists, but also for mathematicians, engineers and anyone interested in complex systems and their dynamics. The book will be especially useful for students and graduate students studying physics and mathematics, as well as professional scientists working in the field of theoretical physics and mathematical physics. It is suitable for those who already have basic knowledge in the field of mechanics and want to deepen their knowledge, as well as for those who are interested in modern approaches to classical problems. The topics raised in this book cover a wide range of issues, ranging from the basics of classical mechanics to complex concepts related to dynamical systems. The authors discuss concepts such as stationary states, chaos, stability, and transitions between different states of the system. They also consider how these concepts can be applied in various fields of science and technology, from astrophysics to biology. Arnold and Avetz's writing style is clear and accessible, allowing the reader to easily follow complex mathematical calculations and physical concepts. In. and . Arnold, known for his work in mathematics and mechanics, has a unique gift to explain complex ideas in a simple and understandable language. His other well-known works, such as Geometry and Dynamics and Mathematical Methods of Classical Mechanics, are also noteworthy and can be an excellent addition to the understanding of the topics discussed in The Ergodic Problems of Classical Mechanics. The book "Ergodic problems of classical mechanics" not only deepens the understanding of classical mechanics, but also opens new horizons for research. It encourages the reader to think about how different physical systems can behave in the long run and how this behavior can be predicted by mathematical models. If you are looking for a work that combines theory and practice, mathematics and physics, then this book will be a real discovery for you. It will not only expand your knowledge, but also inspire further research in the field of dynamical systems and ergodic theory. Read The Ergodic Problems of Classical Mechanics and discover a world where mathematics and physics intertwine in an exciting dance of complex interconnections.