The book On Topologies and Boundaries in Potential Theory, written by a team of authors, is a fascinating and in-depth study that immerses the reader in the world of mathematical potential theory. This work will be of interest to both professional mathematicians and students seeking to understand complex concepts related to the topology and boundaries in the field. The theory of potential is not just an abstract science. It permeates many aspects of modern mathematics and physics, including analysis, geometry, and even probability theory. In this book, the authors seek not only to explain the basic principles and methods, but also to demonstrate their practical application. The reader will be able to learn how topologies affect the behavior of functions, how boundaries determine the properties of spaces, and how these concepts are reflected in the real world. The book will be especially useful for those interested in mathematical analysis, functional analysis and probability theory. Senior university students, graduate students and even teachers will find in it a lot of useful ideas and fresh views on familiar topics. For those who are passionate about mathematics and are looking for new horizons, this work will be a real find. The topics raised in the book cover a wide range of issues, ranging from the basic concepts of topology to complex theorems and their proofs. The authors focus on the importance of boundaries in potential theory, showing how they can influence the properties of functions and spaces. This allows the reader to gain a deeper understanding of how different mathematical concepts are interconnected and how they can be used to solve practical problems. The style of the authors is distinguished by clarity and logical presentation, which makes complex ideas accessible to understanding. Each section of the book is accompanied by examples and illustrations, which helps the reader to better absorb the material. Despite its scientific orientation, the book is written in a living language, which makes reading fascinating and informative. The team of authors consists of recognized specialists in the field of mathematics, and their experience and knowledge is felt on each page. They have already established themselves in the scientific community through their other works, and this book is no exception. Their approach to the presentation of the material creates a unique atmosphere in which the reader can not only learn, but also be inspired. If you are looking for literature that will help you deepen your knowledge of mathematics, as well as expand your horizons, "On Topologies and Boundaries in Potential Theory" will be an excellent choice. This book will not only enrich your intellectual baggage, but also help you see mathematics in a new light. You will be able to understand how abstract concepts can have real applications and how they affect our perception of the world. Do not miss the opportunity to get acquainted with this outstanding work, which will be an important addition to your library and a source of inspiration for further research in mathematics.