Mathematical Logic and Theory of Algorithms, edited by H. A. Bogulskaya is a fascinating and deep immersion in the world of logic and algorithmic processes, which will be a real discovery for both students and professionals in the field of mathematics and computer science. This work, created by a team of authors, is a synthesis of theoretical foundations and practical applications, which makes it an indispensable tool for anyone who wants to understand how logical systems and algorithms work. On the pages of the book, the reader will find answers to many questions: what is mathematical logic, how it relates to programming and algorithms, and how these concepts are applied in real life. The author’s team has carefully worked out the material to make it accessible and understandable, even for those who are just starting their way in studying these disciplines. The book covers a wide range of topics - from the basics of logic to complex algorithmic structures, which allows the reader to gradually delve into the study of .. This book will be of interest to undergraduate and graduate students studying mathematics, computer science and related disciplines. It will also be suitable for teachers who are looking for quality materials for their courses, as well as for anyone who is interested in logic and algorithms, both theoretical and practical aspects. If you want to develop your analytical abilities and learn to think logically, this book will become your reliable assistant. The topics raised in Mathematical Logic and Algorithm Theory cover not only abstract concepts, but also their practical application in programming, artificial intelligence, and other high technologies. Readers will be able to learn about the different types of logical systems, how to formalize knowledge and use them to solve real-world problems. An important aspect of the book is also the discussion of algorithmic complexity and optimization methods, which is relevant in the era of digitalization and big data. Style N. A. Bogulskaya and her colleagues are distinguished by clarity and accessibility . They use many examples and tasks that help to consolidate theoretical knowledge in practice. This approach makes the material not only informative, but also fascinating, which allows the reader not to lose interest in the topics being studied. In addition to this, the book includes many illustrations and diagrams that visualize complex concepts and make them more understandable. If you are familiar with other works of N. A. Bogulskaya, you know that she always strives to ensure that her books are not only scientific, but also practical. In her other works, such as "