NATURAL GEOMETRY OF FAMILIES OF PROBABILITY LAWS by Morozov E. A. Chentsova I . N. It is a fascinating and in-depth study in the field of probability theory, which not only illuminates the basic principles, but also offers readers a unique perspective on their application in various areas of life. This work will be a real discovery for those who are interested in mathematics, statistics and their practical aspects. The authors, with extensive experience in mathematics and statistics, offer readers not just a set of formulas and theorems, but a holistic understanding of probabilistic laws through the prism of geometry. They explore how geometric concepts can be used to visualize and understand probability distributions, making the material accessible and illustrative. The book covers a wide range of topics, including the basic concepts of probability theory, methods of statistical analysis and the application of probability models in real-life situations. Readers who are looking for a deeper understanding of probabilistic laws and their relationship to geometry will find in this book many interesting examples and problems that will help consolidate the knowledge they have gained. The book will be particularly useful for undergraduate and graduate students studying mathematics, statistics and related disciplines, as well as practitioners working in the field of data analysis, economics and social sciences . The topics raised in the book are of interest not only to professionals, but also to science lovers. The authors emphasize the importance of probabilistic thinking in today's world, where data is becoming a major resource. They show how understanding probabilistic patterns can help in making more informed decisions under uncertainty. This makes the book relevant to a wide audience, including business people, analysts, and anyone looking to improve their skills in data analysis. The writing style of Morozov and Chentsov is distinguished by clarity and accessibility. They skillfully balance between theoretical aspects and practical examples, which allows the reader not only to assimilate the material, but also to apply it in practice. The authors also use many illustrations and graphs, which makes complex concepts more understandable and illustrative. The book “NATURAL GEOMETRY OF FAMILIES OF PROBABILITY LAWS” is not only a textbook, but also a real source of inspiration for those who want to deepen their knowledge in the field of mathematics and statistics. It can be a great addition to the library of any student, teacher or researcher, as well as an interesting read for anyone who wants to understand how the world around us works through the prism of probability and geometry. If you are looking for books on probability theory, statistics or mathematics, then this work will be a real find for you. Not only will it broaden your horizons, but it will also help you develop the critical thinking and analytical skills you need in today’s world. Do not miss the opportunity to immerse yourself in the world of probabilistic laws and geometry with this fascinating and informative book!