The book "Singular measures and (1,p)-capacity in the weight classes of Sobolev", written by Romanov A. C. , is a fascinating and in-depth study in mathematical analysis and function theory. This work will be interesting not only to professional mathematicians, but also to students, graduate students, as well as anyone interested in modern approaches in functional analysis and measure theory. In his book, the author raises important questions regarding singular measures and their use in weight classes of Sobolev. Romanov can be safely called one of the brightest representatives of the modern mathematical community, and his work has already managed to win recognition among specialists. In this work, he offers readers a unique perspective on the problems associated with (1,p)-capacity, which makes his work especially relevant in the light of recent advances in analysis. The topics covered in the book cover a wide range of issues, ranging from the basics of measure theory to more complex aspects related to functional spaces. The author shares his findings and conclusions, which can be useful for both theorists and practitioners. This makes the book a valuable resource for those who want to deepen their knowledge of analysis and functional spaces. The book "Singular measures and (1,p)-capacity in the weight classes of Sobolev" will be of interest not only to professional mathematicians, but also to senior students, graduate students and anyone who seeks to expand their horizons in mathematics. If you are passionate about topics such as measure theory, functional analysis or mathematical physics, then this book will be a real find for you. It will help you not only better understand complex concepts, but also learn how to put them into practice. The style of Romanov is distinguished by clarity and logical presentation, which allows the reader to easily follow his thoughts and ideas. It skillfully combines theoretical aspects with practical examples, making the material more accessible and understandable. This quality makes his books especially valuable for students and beginning researchers who are just starting out in the world of mathematics. If you are looking for literature that will help you understand the complex issues of singular measures and (1,p)-capacity, then "Singular measures and (1,p)-capacity in the weight classes of Sobolev" is exactly what you need. Do not miss the opportunity to immerse yourself in the world of deep mathematical research and discover new horizons in the understanding of functions and their properties. In addition, the book may be of interest to those who are already familiar with other works of Romanov, such as “Functional analysis and its applications” or “The theory of measures and integrals” .. These works also demonstrate a high level of analysis and a deep understanding of the subject, which makes them ideal companions for "Singular Measures and (1,p)-Capacity in Sobolev's Weight Classes" . Thus, if you want to enrich your knowledge of mathematics and gain access to modern research, this book will become your reliable companion. Do not miss the chance to discover the world of singular measures and (1,p)-capacity, which will certainly become a source of inspiration and new ideas for you.