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Visualizing Mathematics with 3D Printing
by Henry Segerman • 2016
3D printing turns polyhedra, knots, and 4D shadows into hands-on objects you finally grasp.
4.08
13
Visualizing Mathematics with 3D Printing Summary
Visualizing Mathematics with 3D Printing 90%
3D printing turns polyhedra, knots, and 4D shadows into hands-on objects you finally grasp.
by Henry Segerman 2016
4.08
13 ratings
Mathematics
by Timothy Gowers • 2002
Real mathematics does not compute. It builds worlds where objects are defined by their behavior.
3.86
2k+
Mathematics Summary
Mathematics 90%
Real mathematics does not compute. It builds worlds where objects are defined by their behavior.
by Timothy Gowers 2002
3.86
2k+ ratings
Vector
by Robyn Arianrhod • 2024
Your GPS and AI depend on a 19th-century algebra that broke the rules of arithmetic.
4.05
163
Vector Summary
Vector 90%
Your GPS and AI depend on a 19th-century algebra that broke the rules of arithmetic.
by Robyn Arianrhod 2024
4.05
163 ratings
Love Triangle
by Matt Parker • 2024
Triangles build skyscrapers, animate movies, and decode sound: the shape that runs the world.
3.93
2k+
Love Triangle Summary
Love Triangle 90%
Triangles build skyscrapers, animate movies, and decode sound: the shape that runs the world.
by Matt Parker 2024
3.93
2k+ ratings
The Power of Limits
by György Doczi • 1981
Limits, not freedom, generate the patterns uniting sunflowers, the human body, and the pyramids.
4.30
266
The Power of Limits Summary
The Power of Limits 89%
Limits, not freedom, generate the patterns uniting sunflowers, the human body, and the pyramids.
by György Doczi 1981
4.30
266 ratings
Basic Mathematics
by Serge Lang • 1988
From integers to hyperbolas: a systematic build-up of every idea you need before calculus.
4.30
181
Basic Mathematics Summary
Basic Mathematics 89%
From integers to hyperbolas: a systematic build-up of every idea you need before calculus.
by Serge Lang 1988
4.30
181 ratings
The Fourth Dimension
by Rudy Rucker • 1984
The fourth dimension decoded: from Flatland to wormholes, where geometry bends mind and cosmos.
4.14
804
The Fourth Dimension Summary
The Fourth Dimension 89%
The fourth dimension decoded: from Flatland to wormholes, where geometry bends mind and cosmos.
by Rudy Rucker 1984
4.14
804 ratings
Sacred Geometry
by Robert Lawlor • 1982
Before the zero, there was Unity. A philosopher's guide to the geometric architecture of reality.
4.11
345
Sacred Geometry Summary
Sacred Geometry 89%
Before the zero, there was Unity. A philosopher's guide to the geometric architecture of reality.
by Robert Lawlor 1982
4.11
345 ratings
The Joy of X
by Steven H. Strogatz • 2012
Numbers, shapes, and change: the tour of math that makes the universe legible.
4.05
9k+
The Joy of X Summary
The Joy of X 89%
Numbers, shapes, and change: the tour of math that makes the universe legible.
by Steven H. Strogatz 2012
4.05
9k+ ratings
Topology
by James R. Munkres • 1974
A donut and a coffee cup are the same shape. The rigorous text that proves it.
4.30
1k+
Topology Summary
Topology 89%
A donut and a coffee cup are the same shape. The rigorous text that proves it.
by James R. Munkres 1974
4.30
1k+ ratings
Symmetry
by Marcus du Sautoy • 2007
Symmetry is not just pretty. It solves equations, builds viruses, and corrects your text messages.
3.82
857
Symmetry Summary
Symmetry 89%
Symmetry is not just pretty. It solves equations, builds viruses, and corrects your text messages.
by Marcus du Sautoy 2007
3.82
857 ratings
Mathematics
by Trevor Johnson • 2010
From arithmetic to algebra: a self-teaching path for the math you forgot or never had.
4.07
104
Mathematics Summary
Mathematics 89%
From arithmetic to algebra: a self-teaching path for the math you forgot or never had.
by Trevor Johnson 2010
4.07
104 ratings
A Beautiful Question
by Frank Wilczek • 2015
From Pythagoras to quantum theory, a Nobel laureate shows beauty was always the compass of physics.
3.87
2k+
A Beautiful Question Summary
A Beautiful Question 89%
From Pythagoras to quantum theory, a Nobel laureate shows beauty was always the compass of physics.
by Frank Wilczek 2015
3.87
2k+ ratings
Math for Mystics
by Renna Shesso • 2007
The ancient math that cast spells and built temples, retooled for modern intuition and ritual.
3.68
145
Math for Mystics Summary
Math for Mystics 89%
The ancient math that cast spells and built temples, retooled for modern intuition and ritual.
by Renna Shesso 2007
3.68
145 ratings
The Road to Reality
by Roger Penrose • 2004
Physics, equation by equation: the complete mathematical tour from arithmetic to quantum fields.
4.17
9k+
The Road to Reality Summary
The Road to Reality 88%
Physics, equation by equation: the complete mathematical tour from arithmetic to quantum fields.
by Roger Penrose 2004
4.17
9k+ ratings
The Hidden Geometry of Life
by Karen L. French • 2012
The cosmos is written in geometry. Three shapes frame reality; one spiral drives its motion.
3.67
55
The Hidden Geometry of Life Summary
The Hidden Geometry of Life 88%
The cosmos is written in geometry. Three shapes frame reality; one spiral drives its motion.
by Karen L. French 2012
3.67
55 ratings
The Fractal Geometry of Nature
by Benoît B. Mandelbrot • 1977
Coastlines lengthen as you zoom in; mountains and galaxies obey the same hidden arithmetic.
4.23
1k+
The Fractal Geometry of Nature Summary
The Fractal Geometry of Nature 88%
Coastlines lengthen as you zoom in; mountains and galaxies obey the same hidden arithmetic.
by Benoît B. Mandelbrot 1977
4.23
1k+ ratings
Math and the Mona Lisa
by Bülent Atalay • 2004
Before Newton, before Einstein, Leonardo knew the universe is mathematical. He proved it in paint.
3.79
550
Math and the Mona Lisa Summary
Math and the Mona Lisa 88%
Before Newton, before Einstein, Leonardo knew the universe is mathematical. He proved it in paint.
by Bülent Atalay 2004
3.79
550 ratings
Are Numbers Real?
by Brian Clegg • 2016
Invented to count goats, numbers now predict black holes. A history of math's grip on reality.
3.57
288
Are Numbers Real? Summary
Are Numbers Real? 88%
Invented to count goats, numbers now predict black holes. A history of math's grip on reality.
by Brian Clegg 2016
3.57
288 ratings
Perspective Made Easy
by Ernest R. Norling • 1939
One horizon line, two vanishing points: the simple geometry behind every drawing that looks solid.
4.26
2k+
Perspective Made Easy Summary
Perspective Made Easy 88%
One horizon line, two vanishing points: the simple geometry behind every drawing that looks solid.
by Ernest R. Norling 1939
4.26
2k+ ratings
Love and Math
by Edward Frenkel • 2013
Prime numbers and quantum fields share a hidden architecture. Most people never learn it exists.
3.70
4k+
Love and Math Summary
Love and Math 88%
Prime numbers and quantum fields share a hidden architecture. Most people never learn it exists.
by Edward Frenkel 2013
3.70
4k+ ratings
Letters to a Young Mathematician
by Ian Stewart • 2006
Proof is story, pure and applied one: a mathematician's letters on the creative life of numbers.
3.86
2k+
Letters to a Young Mathematician Summary
Letters to a Young Mathematician 88%
Proof is story, pure and applied one: a mathematician's letters on the creative life of numbers.
by Ian Stewart 2006
3.86
2k+ ratings
Shape
by Jordan Ellenberg • 2021
Geometry is not about triangles. It is the hidden structure of pandemics, search, and democracy.
3.73
2k+
Shape Summary
Shape 88%
Geometry is not about triangles. It is the hidden structure of pandemics, search, and democracy.
by Jordan Ellenberg 2021
3.73
2k+ ratings
Is Maths Real? How Simple Questions Lead Us to Mathematics’ Deepest Truths
by Eugenia Cheng • 2023
Math is not about right answers but about asking why. A manifesto for the curious.
3.52
731
Is Maths Real? How Simple Questions Lead Us to Mathematics’ Deepest Truths Summary
Is Maths Real? How Simple Questions Lead Us to Mathematics’ Deepest Truths 88%
Math is not about right answers but about asking why. A manifesto for the curious.
by Eugenia Cheng 2023
3.52
731 ratings
The Little Book of Mathematical Principles, Theories & Things
by Robert Solomon • 2008
A compact tour through math's biggest ideas: zero, infinity, and the proof that broke mathematics.
3.97
438
The Little Book of Mathematical Principles, Theories & Things Summary
The Little Book of Mathematical Principles, Theories & Things 88%
A compact tour through math's biggest ideas: zero, infinity, and the proof that broke mathematics.
by Robert Solomon 2008
3.97
438 ratings
A Mathematician's Lament
by Paul Lockhart • 2009
A working mathematician explains why math class was boring: you never saw the real thing.
4.21
3k+
A Mathematician's Lament Summary
A Mathematician's Lament 88%
A working mathematician explains why math class was boring: you never saw the real thing.
by Paul Lockhart 2009
4.21
3k+ ratings
Mathematics for Class X
by R.D. Sharma
Master the proofs, polynomials, and coordinate formulas that decide the Class X board exam.
4.09
276
Mathematics for Class X Summary
Mathematics for Class X 88%
Master the proofs, polynomials, and coordinate formulas that decide the Class X board exam.
by R.D. Sharma
4.09
276 ratings
Nonlinear Dynamics and Chaos
by Steven H. Strogatz • 1994
How simple rules produce unpredictable motion, and the pictures that reveal the hidden order.
4.38
2k+
Nonlinear Dynamics and Chaos Summary
Nonlinear Dynamics and Chaos 88%
How simple rules produce unpredictable motion, and the pictures that reveal the hidden order.
by Steven H. Strogatz 1994
4.38
2k+ ratings
The Grapes of Math
by Alex Bellos • 2014
Seashells, cities, and stock crashes obey the same hidden math. A guided tour of the patterns.
4.09
984
The Grapes of Math Summary
The Grapes of Math 88%
Seashells, cities, and stock crashes obey the same hidden math. A guided tour of the patterns.
by Alex Bellos 2014
4.09
984 ratings
The Universe and the Teacup
by K.C. Cole • 1998
Your gut is wrong about fairness, risk, and scale. Mathematics proves it, elegantly.
3.78
594
The Universe and the Teacup Summary
The Universe and the Teacup 88%
Your gut is wrong about fairness, risk, and scale. Mathematics proves it, elegantly.
by K.C. Cole 1998
3.78
594 ratings
Architecture
by Francis D. K. Ching • 1979
The visual primer on form, enclosure, and light: how every architectural space gets its bones.
4.29
4k+
Architecture Summary
Architecture 88%
The visual primer on form, enclosure, and light: how every architectural space gets its bones.
by Francis D. K. Ching 1979
4.29
4k+ ratings
Astrazione e empatia
by Wilhelm Worringer • 1907
Primitive art wasn't clumsy. It was fleeing from the terror of space into geometry.
3.83
192
Astrazione e empatia Summary
Astrazione e empatia 87%
Primitive art wasn't clumsy. It was fleeing from the terror of space into geometry.
by Wilhelm Worringer 1907
3.83
192 ratings
Alex's Adventures in Numberland
by Alex Bellos • 2010
How counting became civilization's greatest invention, and the puzzling patterns it revealed.
4.12
6k+
Alex's Adventures in Numberland Summary
Alex's Adventures in Numberland 87%
How counting became civilization's greatest invention, and the puzzling patterns it revealed.
by Alex Bellos 2010
4.12
6k+ ratings
The Equation That Couldn't Be Solved
by Mario Livio • 2005
A doomed French genius proved an equation unsolvable: his method became physics' hidden language.
3.89
2k+
The Equation That Couldn't Be Solved Summary
The Equation That Couldn't Be Solved 87%
A doomed French genius proved an equation unsolvable: his method became physics' hidden language.
by Mario Livio 2005
3.89
2k+ ratings
The Joy of Abstraction
by Eugenia Cheng • 2022
What if math’s deepest lesson is that context always beats content? A category theorist explains.
3.84
190
The Joy of Abstraction Summary
The Joy of Abstraction 87%
What if math’s deepest lesson is that context always beats content? A category theorist explains.
by Eugenia Cheng 2022
3.84
190 ratings
Thinking In Numbers
by Daniel Tammet • 2013
Numbers live in a family of nine, an Icelandic counting word, snowflakes, and how decades shrink.
3.53
2k+
Thinking In Numbers Summary
Thinking In Numbers 87%
Numbers live in a family of nine, an Icelandic counting word, snowflakes, and how decades shrink.
by Daniel Tammet 2013
3.53
2k+ ratings
Hyperspace
by Michio Kaku • 1994
One idea unifies physics: add dimensions and the laws simplify. Why the cosmos may need ten.
4.15
24k+
Hyperspace Summary
Hyperspace 87%
One idea unifies physics: add dimensions and the laws simplify. Why the cosmos may need ten.
by Michio Kaku 1994
4.15
24k+ ratings
The Holy Place
by Henry Lincoln • 1991
Decoding a priest's hidden messages reveals the French countryside is a vast geometric temple.
3.58
156
The Holy Place Summary
The Holy Place 87%
Decoding a priest's hidden messages reveals the French countryside is a vast geometric temple.
by Henry Lincoln 1991
3.58
156 ratings
What's the Use?
by Ian Stewart • 2021
Kidney matches, secure websites, movie animation: the invisible math that built the modern world.
3.54
175
What's the Use? Summary
What's the Use? 87%
Kidney matches, secure websites, movie animation: the invisible math that built the modern world.
by Ian Stewart 2021
3.54
175 ratings
Men of Mathematics
by Eric Temple Bell • 1937
From Descartes to Cantor, the story of mathematics is one of obsession and early graves.
4.10
2k+
Men of Mathematics Summary
Men of Mathematics 87%
From Descartes to Cantor, the story of mathematics is one of obsession and early graves.
by Eric Temple Bell 1937
4.10
2k+ ratings
How to Bake Pi
by Eugenia Cheng • 2015
Math is logical structure, not calculation. Category theory reveals it; baking makes it stick.
3.64
2k+
How to Bake Pi Summary
How to Bake Pi 87%
Math is logical structure, not calculation. Category theory reveals it; baking makes it stick.
by Eugenia Cheng 2015
3.64
2k+ ratings
Prime Obsession
by John Derbyshire • 2003
A conjecture from 1859 ties prime numbers to quantum energy levels. The proof is still missing.
4.15
4k+
Prime Obsession Summary
Prime Obsession 87%
A conjecture from 1859 ties prime numbers to quantum energy levels. The proof is still missing.
by John Derbyshire 2003
4.15
4k+ ratings
The Golden Ratio
by Mario Livio • 2002
Phi appears in shells, galaxies, and the Mona Lisa. A mathematician separates fact from wish.
3.80
6k+
The Golden Ratio Summary
The Golden Ratio 87%
Phi appears in shells, galaxies, and the Mona Lisa. A mathematician separates fact from wish.
by Mario Livio 2002
3.80
6k+ ratings
Can You Solve My Problems?
by Alex Bellos • 2016
A wolf, a goat, a cabbage, and the puzzles that teach you to think in proofs.
4.03
387
Can You Solve My Problems? Summary
Can You Solve My Problems? 87%
A wolf, a goat, a cabbage, and the puzzles that teach you to think in proofs.
by Alex Bellos 2016
4.03
387 ratings
Digital Games and Mathematics Learning
by Lowrie • 2015
Digital games sharpen the spatial skills math requires, but picking the right app is the hard part.
4.00
1
Digital Games and Mathematics Learning Summary
Digital Games and Mathematics Learning 87%
Digital games sharpen the spatial skills math requires, but picking the right app is the hard part.
by Lowrie 2015
4.00
1 ratings
The Calculus of Friendship
by Steven H. Strogatz • 2009
They traded calculus problems by mail for thirty years. The equations said what they couldn't.
3.87
404
The Calculus of Friendship Summary
The Calculus of Friendship 87%
They traded calculus problems by mail for thirty years. The equations said what they couldn't.
by Steven H. Strogatz 2009
3.87
404 ratings
Gravity
by James B. Hartle • 2002
Gravity is spacetime curvature. An undergraduate textbook from special relativity to black holes.
4.25
158
Gravity Summary
Gravity 87%
Gravity is spacetime curvature. An undergraduate textbook from special relativity to black holes.
by James B. Hartle 2002
4.25
158 ratings
Fermat's Enigma
by Simon Singh • 1998
150 years, countless geniuses, one unproven hunch about primes, and a million dollars waiting.
4.3
34k+
Fermat's Enigma Summary
Fermat's Enigma 87%
150 years, countless geniuses, one unproven hunch about primes, and a million dollars waiting.
by Simon Singh 1998
4.3
34k+ ratings
The Man Who Loved Only Numbers
by Paul Hoffman • 1998
He worked 19 hours a day on amphetamines, crossed four continents, and published 1,475 math papers.
4.06
10k+
The Man Who Loved Only Numbers Summary
The Man Who Loved Only Numbers 87%
He worked 19 hours a day on amphetamines, crossed four continents, and published 1,475 math papers.
by Paul Hoffman 1998
4.06
10k+ ratings
Senior Secondary School Mathematics For Class - 12
by R.S. Aggarwal • 2013
Ace Class 12 math: every topic, from relations to calculus, explained with clarity.
3.72
294
Senior Secondary School Mathematics For Class - 12 Summary
Senior Secondary School Mathematics For Class - 12 87%
Ace Class 12 math: every topic, from relations to calculus, explained with clarity.
by R.S. Aggarwal 2013
3.72
294 ratings
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