The book "Groups with restrictions for subgroups" by Chernikov S. N. and its co-authors is a fascinating and in-depth study in group theory that will be of interest to both professional mathematicians and students studying this discipline. In this paper, the authors offer readers a unique view of groups with limitations, focusing on their properties, structure, and application in various areas of mathematics. From the first pages, the book immerses the reader in the world of abstract algebra, where groups and subgroups become not just mathematical objects, but real heroes of fascinating narrative. The authors share their knowledge and experience, considering groups with limitations as an important tool for understanding more complex mathematical concepts. Readers will be able to see how these groups affect the structure of subgroups and how they can be used to solve various problems. The book will be especially interesting for those who are fond of theoretical mathematics, as well as students and graduate students studying algebra. It is suitable for readers seeking to deepen their knowledge in the field of group theory and its applications. If you are looking for literature that will help you not only to master the basic concepts, but also to understand the more complex aspects of this science, then "Groups with restrictions for subgroups" will be an excellent choice. One of the key topics raised in the book is the relationship between groups with limitations and their subgroups. The authors examine in detail how restrictions imposed on groups can change their structure and properties. This opens new horizons for research and understanding of group theory, as well as its application in other areas of mathematics, such as topology and combinatorics. Readers will be able to see how these concepts intersect and complement each other, creating a rich picture of mathematical reality. Author's style, C. N. Chernikova is distinguished by clarity and accessibility, which makes complex ideas more understandable to a wide audience. His previous works, such as Algebraic Structures and Fundamentals of Group Theory, have already established themselves as valuable sources of information for students and professionals. In the "Groups with restrictions for subgroups", the authors continue this tradition, offering readers not only theoretical calculations, but also practical examples that will help to consolidate the knowledge gained. The book also contains many exercises and tasks that will allow readers to test their knowledge and skills. This makes it not only a tutorial, but also a fascinating guide to the world of group theory. Readers will be able not only to study the material, but also to apply it in practice, which will significantly increase the level of assimilation of information. Thus, "Groups with restrictions for subgroups" is not just a book about groups and subgroups, but a real find for anyone who wants to delve deeper into the world of abstract algebra. It will be an excellent addition to the library of any mathematician, student or teacher interested in learning group theory. If you are looking for an interesting and informative reading that will help you expand your horizons in mathematics, this book definitely deserves your attention.