The book "Elliptical Functions and Algebraic Equations", written by well-known mathematicians Prasolov V. In. and by the salt of the sea.................................... P. It is a deep and fascinating dive into the world of elliptic functions, which play a key role in various fields of mathematics and physics. This edition will be a real find for students studying higher mathematics, and for professionals who want to expand their knowledge in this complex but incredibly interesting area. Elliptical functions are not just abstract mathematical constructs; they find application in fields such as number theory, differential equations, mechanics, and even string theory. The authors, possessing rich experience and deep knowledge, offer the reader not only theoretical foundations, but also practical examples that help to better understand and assimilate the material. The book covers a wide range of topics, including the basic properties of elliptic functions, their relationship to algebraic equations, and their application to various mathematical problems. For whom is this publication intended? First of all, the book will be of interest to students and graduate students of mathematical and physical faculties, as well as teachers who are looking for high-quality and affordable materials for their classes . However, you should not limit yourself to this audience .. Researchers and practitioners of mathematics working in the field of theoretical physics or applied mathematics will also find it a lot of useful and inspiring. The topics raised in the book address not only pure mathematics, but also the philosophical aspects of science. The authors discuss how elliptic functions are related to other mathematical concepts, such as complex analysis and group theory. This makes the book not only a textbook, but also a source of inspiration for thinking about the beauty and harmony of the mathematical world. The style of Prasolov and Solovyov is distinguished by clarity and logical presentation, which makes even complex concepts accessible to understanding. Their previous works, such as “Course of Higher Mathematics” and “Theory of Functions of Complex Variable”, have already established themselves as high-quality and in-demand teaching materials. In "Elliptical Functions and Algebraic Equations" the authors continue this tradition, offering the reader not only theoretical calculations, but also many illustrations, graphs and examples that make the study more visual and fascinating. The book also includes tasks of varying complexity, allowing readers to test their knowledge and skills. This is especially important for students who are preparing for exams or research. The authors offer not only solutions, but also detailed explanations, which contributes to a deeper understanding of the material. In conclusion, “Elliptical Functions and Algebraic Equations” is not just a textbook, but a real encyclopedia of knowledge that will become a faithful companion for everyone who wants to immerse themselves in the world of mathematical research. This book will not only enrich your arsenal of knowledge, but also inspire new discoveries in mathematics and physics. If you are looking for a high-quality and in-depth publication on this topic, then this book should definitely take a worthy place on your shelf.