Book "Nonlinear Poisson brackets . Geometry and quantization" by Karasev M. In. and Maslova B. P. It is a unique study that immerses the reader in the world of mathematical physics, combining elements of geometry, the theory of quantization and modern approaches to nonlinear systems. This work will be a real find for students, graduate students and researchers interested in both theoretical physics and mathematics. The authors focus on nonlinear Poisson brackets, which play a key role in the formulation of the laws of motion in classical mechanics and field theory. But what are these brackets and why are they important? Karasev and Maslov not only explain the theoretical foundations, but also demonstrate how these concepts are applied in various fields of science, from mechanics to quantum theory . The reader will be able to see how geometry and algebra intertwine, creating a powerful tool for analyzing complex systems. The book will be of interest not only to specialists in the field of physics, but also to those who are fond of mathematics, philosophy of science and even computer science. It is suitable for high school-age readers, students, and anyone seeking to expand their knowledge of modern scientific approaches. If you are looking for literature that will help you better understand the relationship between mathematics and physics, then this work will be a real discovery for you. The topics raised in the book cover a wide range of issues, from the basics of nonlinear dynamics to more complex aspects of quantization. The authors are not afraid to delve into complex concepts, focusing on their practical application. For example, they discuss how Poisson's nonlinear brackets can be used to describe the dynamics of systems with multiple degrees of freedom, which is important in fields such as astrophysics and biophysics. The style of Karasev and Maslov is clear and accessible, which makes even the most complex topics understandable to the reader. They use many examples and illustrations, which helps to visualize abstract concepts. This makes the book not only a textbook, but also a fascinating reading for anyone who wants to deepen their knowledge in physics and mathematics. If you are interested in works such as Dirac's Quantum Mechanics or Einstein's Theory of Relativity, then Poisson's Nonlinear Brackets Geometry and quantization” will be a logical continuation of your scientific journey for you. This book will not only expand your horizons, but also inspire further research in theoretical physics. In conclusion, "Poisson's Nonlinear Brackets . Geometry and quantization” is not just a book, but a whole world of knowledge that opens up new horizons for the reader. It is able to interest both students and professionals who want to deepen their knowledge of nonlinear systems and their quantization. Do not miss the opportunity to touch this fascinating and complex world, which offers Karasev and Maslov