"Real algebraic geometry" is an outstanding work of the outstanding mathematician and popularizer of science Vladimir Igorevich Arnold, which immerses the reader in the world of algebraic geometry with a special emphasis on real objects. The book is not just a textbook, but a real intellectual tour of complex and fascinating topics that can be of interest to both students and professionals in the field of mathematics and related sciences. Arnold's focus is on the basic concepts of real algebraic geometry, including curves, surfaces, and their properties. He masterfully explains how these abstract mathematical constructs find their application in various fields of science, from physics to computer science. The book is filled with vivid examples and illustrative illustrations, which makes complex ideas more accessible for understanding. The reader will be able to see how algebraic geometry intersects with the real world, opening up new horizons for research and understanding. This work will be especially interesting for students and graduate students of mathematical and physical faculties, as well as anyone who is fond of theoretical physics, computer science or even philosophy of science. If you are looking for a deep yet accessible