Abelian Groups and Modules by Mishin A. P. and Skorniakova L. A. is a fascinating and in-depth study in the field of algebra that will be of interest to both students and experienced mathematicians. This work is not just a textbook, but a real guide to the complex but exciting topics of Abelian groups and modules that play a key role in modern mathematics. The book discusses the basic concepts and theorems concerning Abelian groups - structures that have amazing properties and find application in various fields of science. The authors not only explain the theoretical aspects, but also offer many examples that help the reader to better understand the material. The book begins with the basics, gradually deepening into more complex concepts, which makes it accessible to readers with different levels of training. One of the main themes of the book is the connection between abelian groups and modules, which opens up new horizons for the study of algebraic structures. The authors focus on the importance of these concepts in various mathematical disciplines, such as number theory, geometry, and topology. Readers will be able to learn about how abelian groups can be used to solve real-world problems, as well as how they relate to other areas of mathematics. The book will be of interest not only to students of mathematical faculties, but also to teachers, researchers and everyone who is passionate about mathematics. It is suitable for those who want to deepen their knowledge in algebra, as well as for those who are looking for a quality source of information on this topic. If you are interested in such works as "Algebra" N. I. Vilenkina