This list of books are ONLY the books that have been ranked on the lists that are aggregated on this site. This is not a comprehensive list of all books by this author.

1. 1. Неймовірні числа професора Стюарта

   Від одного до нескінченності

   

   This captivating exploration delves into the fascinating world of numbers, unraveling their mysteries and showcasing their profound impact on our understanding of the universe. Through a series of engaging narratives, the book illuminates the beauty and complexity of mathematical concepts, from the simplicity of prime numbers to the intricacies of infinity. It invites readers on a journey through history, revealing how numbers have shaped scientific discoveries and technological advancements, while also highlighting their presence in art, music, and nature. With a blend of wit and insight, the narrative makes complex ideas accessible, sparking curiosity and appreciation for the mathematical wonders that underpin our world.

2. 2. In Pursuit Of The Unknown

   17 Equations That Changed the World

   

   A lively tour of 17 landmark mathematical equations that shaped science, technology, and modern life, tracing their historical origins, the ideas behind them, and the profound ways they influence everything from engineering and medicine to finance and communications. Blending accessible explanations with vivid examples—from the Pythagorean theorem and calculus to Maxwell’s equations, the Schrödinger equation, and the Black-Scholes formula—it reveals how abstract symbols encode deep insights about the world and why mathematical thinking continues to drive innovation.

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3. 3. Visions Of Infinity

   

   A lively, accessible tour of the concept of infinity that traces its development from ancient paradoxes and calculus to Cantor’s set theory and modern ideas like transfinite numbers, Hilbert’s hotel and fractals; it explains different sizes of infinity, limits and infinitesimals, and the philosophical puzzles they raise, using historical anecdotes and intuitive examples to make abstract mathematics vivid and comprehensible.

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