The Greatest Mathematical Problems by Stuart I. is a fascinating journey into the world of mathematics, which will not leave indifferent any fan of numbers, nor those who are simply interested in riddles and puzzles. Stewart, known for his ways of explaining complex mathematical concepts, offers readers not just a set of tasks, but a whole gallery of intellectual challenges that make you think and dive into the depths of logic and creativity. This book contains the most interesting and significant mathematical problems that for centuries worried the minds of scientists and lovers of mathematics. Each problem is presented with a historical context, which allows the reader to understand how and why it arose, as well as what ideas and theories were associated with its solution. Stewart masterfully combines mathematics with history, making each page not only cognitive, but also fascinating. Who can like “The Greatest Mathematical Problems”? This book will be interesting not only for students and schoolchildren studying mathematics, but also for adults who want to refresh their knowledge or just admire the beauty of mathematical solutions . If you like to solve puzzles, look for intellectual challenges or want to expand your horizons in science, then this book is for you. It is suitable for those who are just starting their way in mathematics, and for more experienced readers who want to test their skills. Topics raised in the book range from classic problems such as "The Knigsberg Bridge Problem" to modern mathematical paradoxes. Stewart not only offers solutions, but also delves into the philosophical aspects of mathematics, discussing how mathematics affects our perception of the world. Questions about what is truth in mathematics, what are the limits of human understanding and how mathematics can be an art, make the book especially valuable for reflection. The author's style is distinguished by clarity and accessibility, which makes even the most complex concepts understandable to a wide audience. Stuart Y. — not only the author of this book, but also many other popular works, such as "Mathematics for All" and "