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Books like Infinite Powers
A joyful, demystifying journey that transforms a dreaded school subject into a wondrous lens for viewing the universe. These 12 books are the closest matches in mood, pace and themes, with what each one shares with Infinite Powers.
- wondrous
- intellectual
- optimistic
- expansive
- 01
The Joy of X
Steven Strogatz
A friendly, eye-opening stroll through the hidden logic that shapes our everyday lives, led by the teacher you wish you had.
- 02
Zero
Charles Seife
A dizzying, delightful journey through history and physics that makes the concept of nothingness feel like the most thrilling thing in the universe.
- 03
In Pursuit of the Unknown
Ian Stewart
A fascinating, accessible tour through the invisible mathematical scaffolding that holds up our modern world.
- 04
Everything and more
David Foster Wallace · 2003
A dizzying, footnote-laden plunge into the mathematical abyss that stretches the limits of human comprehension.
- 05
Isaac Newton
James Gleick · 2003
An elegant, atmospheric plunge into the obsessive and brilliant mind that dragged humanity out of the dark ages and into the light of modern physics.
- 06
Humble Pi
Matt Parker
A hilarious, eye-opening tour through the catastrophic and comical consequences of getting the math wrong.
- 07
Physics of the Impossible
Michio Kaku · 2008
A mind-expanding bridge between the wild imagination of science fiction and the rigorous frontiers of theoretical physics.
- 08
Fermat's Last Theorem
Simon Singh · 1997
A centuries-spanning intellectual thriller that makes the pursuit of a mathematical proof feel like a high-stakes treasure hunt.
- 09
Euclid's Window
Leonard Mlodinow · 2001
A witty, mind-expanding journey that transforms abstract mathematics into a thrilling story of human discovery.
- 10
Calculus
Tom M. Apostol · 1961
An uncompromising, deeply rewarding ascent into the rigorous foundations of mathematical analysis.
- 11
Is God a mathematician?
Mario Livio · 2009
A contemplative journey through history and logic that asks whether the universe is fundamentally built on numbers.
- 12
Fermat's last theorem
Amir D. Aczel · 1996
A fast-paced intellectual detective story that spans centuries, turning abstract mathematics into a thrilling human drama of obsession and triumph.











