The book "Groups of ornaments on the Minkowski plane" by R. M. Garipova is a deep and fascinating study that immerses the reader in the world of mathematics, geometry and symmetry. This work will be especially interesting to those who are fond of mathematical sciences, as well as to anyone who seeks to understand how abstract concepts can find practical application in real life. The book focuses on the concept of ornaments, which are known to play an important role in art and architecture. However, Garipov offers a new perspective on this topic, looking at ornaments not only from an aesthetic but also from a mathematical point of view. He explores groups of symmetries and their influence on the formation of ornaments on the plane of Minkowski a space in which time and space are intertwined and considered as a single whole. This adds an additional level of complexity and interest to the topic, opening up new horizons for understanding symmetry and its manifestations. The book will be especially useful for students and graduate students studying mathematics, physics and related disciplines. It will also attract the attention of teachers who are looking for new approaches to explain complex mathematical concepts. But not only professionals will find value in it - lovers of science and just curious readers will be able to discover the amazing world of mathematical ornaments and symmetries. The topics raised in the book go beyond pure mathematics. Garipov touches on issues of aesthetics, philosophy and even the history of science, showing how mathematics can be linked to culture and art. He examines how different cultures have used symmetry and ornamentation in their works, from ancient temples to modern buildings, and how this knowledge can be applied in modern research. The author's style is distinguished by clarity and accessibility, which makes complex ideas understandable even for those who do not have deep knowledge in mathematics. Garipov masterfully uses examples and visualizations to illustrate his ideas, which allows the reader not only to understand the theory, but also to see its practical application. His previous works, such as “Geometry and Symmetry” and “Mathematics in Art”, have already established him as a talented popularizer of science, and in this book he continues in the same vein. “Groups of ornaments on the Minkowski plane” is not just a textbook, but a real find for everyone who wants to expand their horizons and look at mathematics from a new perspective. The book can be a great gift for students, teachers and anyone interested in science and art. It inspires us to think about how mathematics permeates our lives and how it can be used to create beauty. If you're looking for something similar to "Ornament Groups on the Minkowski Plane", pay attention to works such as "Symmetry in Nature and Art" or "Mathematics and Art: Interconnection" These books also explore the intersection of science and art, offering the reader unique perspectives and ideas. Thus, “Groups of ornaments on the plane of Minkowski” is not just a book, but a whole world that opens up to the reader, inviting him to a fascinating journey through the expanses of mathematics and art. Do not miss the opportunity to immerse yourself in this exciting world!