Eugenia Cheng
Eugenia Cheng is a British mathematician, pianist, and author known for her work in category theory and her efforts to make mathematics more accessible to the general public. She has written several popular mathematics books and is a strong advocate for gender equality in STEM fields.
Books
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.
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1. Is Maths Real? How Simple Questions Lead Us To Mathematics’ Deepest Truths
How Simple Questions Lead Us To Mathematics’ Deepest Truths
The book explores the philosophical and practical aspects of mathematics by examining fundamental questions about its nature and existence. Through engaging narratives and thought-provoking examples, it delves into how simple inquiries can unravel complex mathematical concepts and reveal profound truths. The author challenges readers to reconsider their perceptions of mathematics, illustrating its relevance and applicability to everyday life while addressing the abstract and often debated question of whether mathematics is a human invention or a discovery of universal truths.
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2. How To Bake Pi
An Edible Exploration of the Mathematics of Mathematics
This engaging exploration delves into the fascinating intersection of mathematics and everyday life, using the art of baking as a metaphor to unravel complex mathematical concepts. With a blend of humor and clarity, the narrative demystifies abstract ideas, making them accessible and relatable to readers of all backgrounds. Through a series of delightful analogies and thought-provoking examples, the book invites readers to discover the beauty and logic of mathematics, encouraging a deeper appreciation for the subject's role in the world around us.
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3. The Joy Of Abstraction
An Exploration of Math, Category Theory, and Life
A friendly introduction to abstraction through category theory, showing how focusing on structures and relationships—objects and arrows, composition, functors, and natural transformations—unifies diverse areas of mathematics and clarifies everyday reasoning. Using clear analogies and accessible examples, it demystifies proof and rigor, highlights universal properties and recurring patterns, and encourages readers to value conceptual understanding and generalization over rote computation.
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