The book "Mathematical support of digital computers and systems" by B. Zubova is a fascinating and deep dive into the world of mathematics and its application in modern computing technologies. If you are interested in how mathematics becomes the basis for the work of digital devices, this book will be a real discovery for you. In his work, Zubov explores key aspects of the mathematical support that is necessary for the functioning of digital computers and systems. It considers not only theoretical foundations but also practical applications, making the book a valuable resource for both students and professionals in the fields of information technology, programming, and engineering. You will be able to learn how mathematical models and algorithms help in solving complex problems, such as data processing, modeling, and optimization. The book will be of particular interest to technical students, graduate students and young professionals seeking to deepen their knowledge in computational mathematics. It will also attract the attention of researchers and practitioners working in the field of software development and system administration. If you are looking for literature that will help you better understand how mathematics and computing technologies interact, then “Mathematical Support for Digital Computing Machines and Systems” is the perfect choice. The topics raised in the book cover a wide range of topics, including algorithmic software, numerical methods, and computational theory. Zubov focuses on the importance of mathematical modeling and its role in creating efficient computing systems. He shares examples from practice, which allows the reader to see the real application of theoretical knowledge. This makes the book not only a tutorial, but also a practical guide for those who want to introduce mathematical methods into their work. The author's style is distinguished by clarity and accessibility of presentation, which allows even complex mathematical concepts to be perceived easily and at ease. In. Zubov is known for his research in computational mathematics and programming, and his experience allows him to share valuable insights and recommendations. If you are interested in works such as "