The book "Phase Space and Statistical Theory of Dynamical Systems" by A. A. Krasovsky is a deep and fascinating study that immerses the reader in the world of dynamical systems and their statistical properties. This work will be a real find for students, graduate students and researchers interested in mathematics, physics, as well as related disciplines, such as mechanics and control theory. In his book, Krasovsky offers readers a unique look at the concept of phase space, which is a fundamental concept in the theory of dynamical systems. It explains how different systems can be described in terms of their states and behaviors, and how these states interact with each other. The reader will be able to understand how dynamical systems can be used to model real-world processes — from planetary motion to fluctuations in the economy. The book is not only theoretical, but also practical. Krasovsky masterfully combines mathematical formulas with real-life examples, which makes the material accessible and understandable. It examines various aspects of dynamical systems, including their stability, chaos, and predictability, allowing the reader to become more aware of how these concepts affect our understanding of the world around us. “Phase space and statistical theory of dynamical systems” will be of interest not only to specialists, but also to those who just want to expand their knowledge in the field of science and technology. If you are passionate about mathematics, physics or want to understand how complex systems work, this book will be a real treasure for you. It is suitable for both senior students and professionals who want to refresh their knowledge or look at familiar things from a new perspective. The topics raised in the book cover a wide range of topics, including probability theory, statistics, and their applications in dynamical systems. Krasovsky is not afraid to delve into complex concepts, making them accessible to understanding. He emphasizes the importance of a statistical approach in the analysis of dynamical systems, which makes this book relevant for modern scientific research. The author's style is clear and logical, which makes it easy to follow his thoughts. Krasovsky is not only a theorist, but also a practitioner, which makes his work especially valuable. Among his other well-known works are Probability Theory and Mathematical Statistics, where he also shares his deep knowledge and experience. This book is not just a textbook, but a real encyclopedia of knowledge that can become a desktop for anyone interested in dynamic systems. Readers looking for information on such queries as “dynamic systems”, “phase space”, “statistical theory” or “mathematical physics” will find answers to their questions in it. In conclusion, “Phase Space and Statistical Theory of Dynamic Systems” is a work that not only expands the horizons of knowledge, but also inspires further research. Krasovsky’s book will be an important step towards understanding the complex processes taking place around us, and will help readers realize how mathematics and statistics can explain many aspects of our lives. Do not miss the opportunity to immerse yourself in this fascinating world and discover new horizons of science!