The book "Higher Mathematics", written by a team of authors led by Yemelichev E. In. , Karpuk V. In. , Kedoy N. P. The Little Ones . D. , Meleshko I. N. and Shavel N. A. is a unique guide that will become a real guide to the complex and fascinating worlds of mathematical theories and practices. This edition not only deepens the reader's knowledge in the field of higher mathematics, but also does so in an accessible and understandable form, which is especially important for students and everyone who seeks to expand their mathematical horizons. The book covers a wide range of topics, ranging from the basics of mathematical analysis and linear algebra to more complex concepts such as differential equations and complex numbers. Each section is written with an emphasis on the practical application of the theory, which makes the material not only theoretically sound, but also useful in real life. The authors seek to show how higher mathematics permeates various fields of science and technology, from physics to economics, and how its principles can be used to solve practical problems. This book will be of interest not only to students of technical and natural sciences, but also to anyone who wants to deepen their knowledge in mathematics. It is suitable for readers of different ages, starting with school graduates preparing for admission to universities, and ending with graduate students and specialists who want to refresh their knowledge. If you are looking for a high-quality textbook on higher mathematics that will help you not only understand complex concepts, but also learn how to apply them in practice, then Higher Mathematics will become your reliable companion. One of the key themes of the book is the relationship between abstract mathematical concepts and their practical application. The authors emphasize that mathematics is not just a set of formulas and equations, but a powerful tool for analyzing and solving real problems. In this context, the book raises important questions about the importance of mathematical thinking in today's world, where analytical skills are becoming increasingly in demand. The style of the authors is distinguished by the clarity and logic of the presentation . They use many examples and tasks that help the reader not only to learn the theory, but also to consolidate knowledge in practice. This approach makes the book not only a textbook, but also a fascinating read for anyone interested in mathematics. The authors actively use visual elements, such as graphs and diagrams, which makes complex concepts more clear and understandable. If you are already familiar with other works of authors, such as “Algebra and the beginning of analysis” or “Elements of mathematical analysis”, then “Higher mathematics” will be a logical continuation of your acquaintance with their work. These books also offer a deep dive into the world of mathematics, but each focuses on its own unique aspects. Thus, “Higher Mathematics” is not just a book, but a whole world of opportunities for those who are ready to discover new horizons in mathematics. It will be an excellent assistant for students, graduate students and anyone who wants to develop their analytical skills and learn how to apply mathematics in various areas of life. Do not miss the chance to immerse yourself in the fascinating world of higher mathematics with this outstanding guide!