"The Alphabet of Riemannian Surfaces" is a unique work written by outstanding mathematicians B. In. by Prasolov and O. In. Schwarzman, who opens the door to the world of geometry and topology This book will be a real guide for anyone interested in mathematics, especially in its more abstract and refined manifestations. It is suitable for both students and teachers, as well as all lovers of science who seek to deepen their knowledge in the field of Riemannian surfaces. The authors focus on Riemannian surfaces, complex mathematical objects that play a key role in various areas of mathematics, such as complex analysis, algebraic geometry, and number theory. The book begins with the basics, gradually immersing the reader in more complex concepts, which makes it accessible even to those who are just beginning to get acquainted with this topic. Prasolov and Schwarzman masterfully explain how Riemann surfaces can be used to solve various problems, as well as how they are related to other mathematical concepts. One of the key features of the Riemannian Surfaces Alphabet is its interactive approach to learning. The authors offer many examples and tasks that help to consolidate the material and develop analytical thinking. This makes the book not only a theoretical tool, but also a practical tool for learning. Readers will be able not only to get acquainted with the theory, but also to apply their knowledge in practice, which is especially important for students and graduate students. The book will be of interest not only to mathematicians, but also to everyone who is fond of science and wants to understand how complex mathematical structures work. It can attract the attention of both young and more mature readers who are looking for new horizons in their education. If you like to solve puzzles and strive for a deep understanding of the world around you, the Alphabet of Riemannian surfaces will be a real find for you. The topics raised in the book cover a wide range of issues, including the relationship of Riemannian surfaces to physics, computer science, and even art. The authors highlight how mathematics permeates all aspects of our lives and how Riemannian surfaces can serve as a bridge between different disciplines. This makes the book particularly relevant in our time as an interdisciplinary approach becomes increasingly important. The style of Prasolov and Shvartsman is distinguished by clarity and accessibility. They are able to explain complex things in simple language, which allows the reader not only to understand the material, but also to enjoy the learning process. Their previous works, such as Course in Mathematical Analysis and Geometry and Topology, have already won recognition among students and faculty, and The Alphabet of Riemann Surfaces continues this tradition by offering readers quality and engaging content. If you are looking for a book that will help you immerse yourself in the world of Riemann surfaces, expand your mathematical horizons and enjoy the learning process, the “ABC of Riemann surfaces” is what you need. This book will be your reliable companion in the study of mathematics, opening up new horizons and opportunities for you. Do not miss the opportunity to get acquainted with this fascinating work that will inspire you to new achievements in science and education.