The book "Division of movements by the method of integral manifolds" by the authors of Strygin B. In. and Sobolev V. A. represents an important contribution to the field of theoretical mechanics and mathematical physics. This work will be especially interesting to those who are fond of mathematical methods in physics, as well as students and graduate students studying system dynamics and mathematical modeling. The authors, possessing deep knowledge and experience in their field, offer the reader a unique approach to the analysis of the movements of mechanical systems. The book covers a wide range of topics, ranging from the foundations of the theory of integral manifolds to their application in various fields of science and technology. Strygin and Sobolev not only explain the theoretical aspects, but also offer practical examples, which makes the material accessible and understandable even for those who are just beginning to get acquainted with this topic. One of the key topics of the book is the method of integral manifolds, which allows you to explore complex dynamical systems, identifying their structural features and patterns. The authors demonstrate how this method can be used to solve problems related to the movement of bodies, the interaction of forces and other aspects of mechanics. The reader will be able to see how mathematical models can be used to describe real physical processes, which gives the book particular value. The book will be useful not only for students and graduate students, but also for practicing engineers, physicists and researchers working in the field of mechanics and dynamics. It will be an excellent reference material for those who want to deepen their knowledge and skills in applying mathematical methods to real-world problems. Interestingly, the authors use a clear and accessible language, which makes it easy to assimilate even the most complex concepts. The style of writing Strygin and Sobolev is clear and logical, which makes reading fascinating and informative . They skillfully combine theory with practical examples, which helps the reader not only to understand the material, but also to see its application in real life. This quality makes the book especially attractive to those who are looking for not just theoretical information, but also practical skills. In the context of other works written by the authors, one can note their desire to integrate various fields of science. The book "Division of movements by the method of integral manifolds" continues this tradition, combining elements of mathematics, physics and engineering. This makes it particularly valuable for interdisciplinary research and projects. If you are looking for literature that will help you to better understand the dynamics of systems and mathematical modeling methods, this book will become your reliable assistant. It will not only expand your knowledge, but also inspire new research and discoveries. Readers interested in topics such as mechanics, mathematical physics and dynamics will find in it many useful ideas and approaches. In conclusion, “Division of movements by the method of integral manifolds” is not just a textbook, but a real find for everyone who wants to immerse himself in the world of theoretical mechanics and mathematical models. A book written with a love for science and a desire to share knowledge will undoubtedly take a worthy place on the shelf of everyone who appreciates high-quality scientific literature.