STEM

La science, la technologie, l'ingénierie et les mathématiques prennent vie à travers les récits d'esprits brillants, de découvertes révolutionnaires et des schémas cachés qui façonnent notre monde. Ces livres transforment des concepts complexes en récits captivants, qu'il s'agisse d'explorer l'élégance des nombres premiers, la physique derrière les matériaux du quotidien ou les défis éthiques de notre ère numérique.

STEM Résumés de livres

Le pouvoir de l'infini

par Steven H. Strogatz • 2019

GPS, planets, CT scans: one trick solves them all. Break the impossible into infinite tiny parts.

4.29

7 000+

🔢 History Of Calculus 📐 Popular Mathematics 🧠 Mathematical Thinking

Le pouvoir de l'infini

GPS, planets, CT scans: one trick solves them all. Break the impossible into infinite tiny parts.

par Steven H. Strogatz 2019 389 pages

4.29

7 000+ évaluations

🔢 History Of Calculus 📐 Popular Mathematics 🧠 Mathematical Thinking

The Joy of X

par Steven H. Strogatz • 2012

Numbers, shapes, and change: the tour of math that makes the universe legible.

4.05

8 000+

The Joy of X

Numbers, shapes, and change: the tour of math that makes the universe legible.

par Steven H. Strogatz 2012 316 pages

4.05

8 000+ évaluations

Six Easy Pieces

par Richard P. Feynman • 1994

Six core physics lessons on atoms, energy, gravity, and the quantum world's strangest behavior.

4.21

31 000+

🧱 Foundational Physics ⚛️ Atomic Theory 🍎 Classical Physics

Six Easy Pieces

Six core physics lessons on atoms, energy, gravity, and the quantum world's strangest behavior.

par Richard P. Feynman 1994 138 pages

4.21

31 000+ évaluations

🧱 Foundational Physics ⚛️ Atomic Theory 🍎 Classical Physics

Le cours de physique de Feynman

par Richard P. Feynman • 1964

A comb's spark to a star's light: the one logic Feynman used to rebuild physics.

4.61

8 000+

🧲 Electromagnetism ⚛️ Modern Physics 🏛️ Classical Physics

Le cours de physique de Feynman

A comb's spark to a star's light: the one logic Feynman used to rebuild physics.

par Richard P. Feynman 1964 1552 pages

4.61

8 000+ évaluations

🧲 Electromagnetism ⚛️ Modern Physics 🏛️ Classical Physics

Comment expliquer la physique quantique à son chien

par Chad Orzel • 2009

Quantum physics is baffling. The best way to understand it: talk it over with a dog.

3.91

3 000+

⚛️ Quantum Mechanics 📚 Popular Physics 🧠 Copenhagen Interpretation

Comment expliquer la physique quantique à son chien

Quantum physics is baffling. The best way to understand it: talk it over with a dog.

par Chad Orzel 2009 296 pages

3.91

3 000+ évaluations

⚛️ Quantum Mechanics 📚 Popular Physics 🧠 Copenhagen Interpretation

Topology

par James R. Munkres • 1974

A donut and a coffee cup are the same shape. The rigorous text that proves it.

4.30

1 000+

🔢 Topological Spaces 📏 Metric Spaces 🔗 Compactness

Topology

A donut and a coffee cup are the same shape. The rigorous text that proves it.

par James R. Munkres 1974 537 pages

4.30

1 000+ évaluations

🔢 Topological Spaces 📏 Metric Spaces 🔗 Compactness

Physics and Philosophy

par Werner Heisenberg • 1958

Observation doesn't just reveal reality at the quantum scale: it helps decide what becomes real.

4.03

3 000+

🧠 Philosophy Of Science ⚛️ Quantum Foundations 🏛️ Greek Natural Philosophy

Physics and Philosophy

Observation doesn't just reveal reality at the quantum scale: it helps decide what becomes real.

par Werner Heisenberg 1958 176 pages

4.03

3 000+ évaluations

🧠 Philosophy Of Science ⚛️ Quantum Foundations 🏛️ Greek Natural Philosophy

Love Triangle

par Matt Parker • 2024

Triangles build skyscrapers, animate movies, and decode sound: the shape that runs the world.

3.93

1 000+

Love Triangle

Triangles build skyscrapers, animate movies, and decode sound: the shape that runs the world.

par Matt Parker 2024 352 pages

3.93

1 000+ évaluations

The Fourth Dimension

par Rudy Rucker • 1984

The fourth dimension decoded: from Flatland to wormholes, where geometry bends mind and cosmos.

4.14

500+

🧊 Higher Dimensions 🔮 Fourth Dimension ⏳ Spacetime Geometry

The Fourth Dimension

The fourth dimension decoded: from Flatland to wormholes, where geometry bends mind and cosmos.

par Rudy Rucker 1984 228 pages

4.14

500+ évaluations

🧊 Higher Dimensions 🔮 Fourth Dimension ⏳ Spacetime Geometry

Success through Failure

par Henry Petroski • 2006

Every triumph contains the seed of its collapse; the art of design is spotting it early.

3.60

201

🧱 Engineering Failures 💡 Learning From Failure 📐 Design Theory

Success through Failure

Every triumph contains the seed of its collapse; the art of design is spotting it early.

par Henry Petroski 2006 256 pages

3.60

201 évaluations

🧱 Engineering Failures 💡 Learning From Failure 📐 Design Theory

Organic Chemistry

par Jonathan Clayden • 2000

Organic chemistry, taught through the logic of electrons rather than the catalog of compounds.

4.29

1 000+

⚛️ Molecular Structure 🧪 Chemical Synthesis 🔄 Reaction Mechanisms

Organic Chemistry

Organic chemistry, taught through the logic of electrons rather than the catalog of compounds.

par Jonathan Clayden 2000 1536 pages

4.29

1 000+ évaluations

⚛️ Molecular Structure 🧪 Chemical Synthesis 🔄 Reaction Mechanisms

Invention by Design: How Engineers Get from Thought to Thing

par Petroski • 1996

Paper clips, fax machines, bridges: what their shortcomings reveal about the logic of engineering.

3.75

351

🛠️ Engineering Design 🏛️ History Of Technology 💥 Failure Analysis

Invention by Design: How Engineers Get from Thought to Thing

Paper clips, fax machines, bridges: what their shortcomings reveal about the logic of engineering.

par Petroski 1996 256 pages

3.75

351 évaluations

🛠️ Engineering Design 🏛️ History Of Technology 💥 Failure Analysis

Fermat's Enigma

par Simon Singh • 1998

150 years, countless geniuses, one unproven hunch about primes, and a million dollars waiting.

4.3

33 000+

🔢 Prime Numbers 📜 History Of Mathematics ❓ Unsolved Problems

Fermat's Enigma

150 years, countless geniuses, one unproven hunch about primes, and a million dollars waiting.

par Simon Singh 1998 315 pages

4.3

33 000+ évaluations

🔢 Prime Numbers 📜 History Of Mathematics ❓ Unsolved Problems

Antimatter

par Frank Close • 2009

Half the universe should be antimatter. That it vanished is physics' most persistent mystery.

4.04

1 000+

🧲 Particle Physics 📜 History Of Science 💥 Matter And Energy

Antimatter

Half the universe should be antimatter. That it vanished is physics' most persistent mystery.

par Frank Close 2009 176 pages

4.04

1 000+ évaluations

🧲 Particle Physics 📜 History Of Science 💥 Matter And Energy

Letters to a Young Mathematician

par Ian Stewart • 2006

Proof is story, pure and applied one: a mathematician's letters on the creative life of numbers.

3.86

1 000+

🧩 Mathematical Proof 🎓 Math Education 💡 Mathematical Creativity

Letters to a Young Mathematician

Proof is story, pure and applied one: a mathematician's letters on the creative life of numbers.

par Ian Stewart 2006 224 pages

3.86

1 000+ évaluations

🧩 Mathematical Proof 🎓 Math Education 💡 Mathematical Creativity

Gravitation and Cosmology

par Steven Weinberg • 1972

A textbook that doesn't ask you to imagine curved spacetime; it proves you can't avoid it.

4.50

177

🌀 General Relativity 🌌 Cosmology 📐 Spacetime Geometry

Gravitation and Cosmology

A textbook that doesn't ask you to imagine curved spacetime; it proves you can't avoid it.

par Steven Weinberg 1972 688 pages

4.50

177 évaluations

🌀 General Relativity 🌌 Cosmology 📐 Spacetime Geometry

Statistics for Dummies

par Deborah J. Rumsey • 2003

The numbers behind the headline, the margin of error they hid, and how to spot the difference.

3.66

500+

📊 Statistical Literacy 📈 Data Interpretation 🔍 Bias Detection

Statistics for Dummies

The numbers behind the headline, the margin of error they hid, and how to spot the difference.

par Deborah J. Rumsey 2003 384 pages

3.66

500+ évaluations

📊 Statistical Literacy 📈 Data Interpretation 🔍 Bias Detection

The Grapes of Math

par Alex Bellos • 2014

Seashells, cities, and stock crashes obey the same hidden math. A guided tour of the patterns.

4.09

500+

The Grapes of Math

Seashells, cities, and stock crashes obey the same hidden math. A guided tour of the patterns.

par Alex Bellos 2014 322 pages

4.09

500+ évaluations

Concrete Planet

par Robert Courland • 2011

Concrete is older than the wheel, built Rome, and now silently corrodes the modern world.

3.89

218

🏛️ Roman Engineering 🏗️ Construction History 🔬 Material Science

Concrete Planet

Concrete is older than the wheel, built Rome, and now silently corrodes the modern world.

par Robert Courland 2011 400 pages

3.89

218 évaluations

🏛️ Roman Engineering 🏗️ Construction History 🔬 Material Science

Feyman's Tips on Physics

par Richard P. Feynman • 2005

Four lost Feynman lectures: the math instincts and gyroscopic thinking his famous course left out.

4.24

495

🏗️ Classical Mechanics ✏️ Physics Problem Solving ➡️ Vector Calculus

Feyman's Tips on Physics

Four lost Feynman lectures: the math instincts and gyroscopic thinking his famous course left out.

par Richard P. Feynman 2005 182 pages

4.24

495 évaluations

🏗️ Classical Mechanics ✏️ Physics Problem Solving ➡️ Vector Calculus

The Joy of Abstraction

par Eugenia Cheng • 2022

What if math’s deepest lesson is that context always beats content? A category theorist explains.

3.84

190

🔢 Category Theory 🧠 Mathematical Thinking 📚 Popular Mathematics

The Joy of Abstraction

What if math’s deepest lesson is that context always beats content? A category theorist explains.

par Eugenia Cheng 2022 424 pages

3.84

190 évaluations

🔢 Category Theory 🧠 Mathematical Thinking 📚 Popular Mathematics

How to Study for a Mathematics Degree

par Lara Alcock • 2012

School math was calculation. University math is proof. How to bridge the gap without drowning.

4.09

221

🧮 Proof-Based Mathematics 🎓 Math Undergraduates ✍️ Mathematical Writing

How to Study for a Mathematics Degree

School math was calculation. University math is proof. How to bridge the gap without drowning.

par Lara Alcock 2012 256 pages

4.09

221 évaluations

🧮 Proof-Based Mathematics 🎓 Math Undergraduates ✍️ Mathematical Writing

Symmetry

par Marcus du Sautoy • 2007

Symmetry is not just pretty. It solves equations, builds viruses, and corrects your text messages.

3.82

500+

Symmetry

Symmetry is not just pretty. It solves equations, builds viruses, and corrects your text messages.

par Marcus du Sautoy 2007 384 pages

3.82

500+ évaluations

The Universe and the Teacup

par K.C. Cole • 1998

Your gut is wrong about fairness, risk, and scale. Mathematics proves it, elegantly.

3.78

500+

The Universe and the Teacup

Your gut is wrong about fairness, risk, and scale. Mathematics proves it, elegantly.

par K.C. Cole 1998 214 pages

3.78

500+ évaluations

Make

par Charles Platt • 2008

From Ohm's Law to Arduino: learn electronics by building, breaking, and fixing circuits.

4.27

1 000+

⚡ Electronic Fundamentals 🔌 Circuit Building 🛠️ Hobbyist Electronics

Make

From Ohm's Law to Arduino: learn electronics by building, breaking, and fixing circuits.

par Charles Platt 2008 349 pages

4.27

1 000+ évaluations

⚡ Electronic Fundamentals 🔌 Circuit Building 🛠️ Hobbyist Electronics

Quantum Mechanics

par Leonard Susskind • 2014

The physics degree you never got: quantum states as vectors, and the math that replaces intuition.

4.33

2 000+

🧪 Quantum Mechanics 📐 Mathematical Physics ⚛️ Theoretical Physics

Quantum Mechanics

The physics degree you never got: quantum states as vectors, and the math that replaces intuition.

par Leonard Susskind 2014 364 pages

4.33

2 000+ évaluations

🧪 Quantum Mechanics 📐 Mathematical Physics ⚛️ Theoretical Physics

Alex's Adventures in Numberland

par Alex Bellos • 2010

How counting became civilization's greatest invention, and the puzzling patterns it revealed.

4.12

5 000+

Alex's Adventures in Numberland

How counting became civilization's greatest invention, and the puzzling patterns it revealed.

par Alex Bellos 2010 448 pages

4.12

5 000+ évaluations

The Girl With a Mind for Math

par Julia Finley Mosca • 2018

Segregation said she couldn't. The Navy said two months. She designed a ship in 18 hours.

4.41

500+

🔍 Hidden Figures 👩‍🔬 Women In Stem 🚀 Women Pioneers

The Girl With a Mind for Math

Segregation said she couldn't. The Navy said two months. She designed a ship in 18 hours.

par Julia Finley Mosca 2018 40 pages

4.41

500+ évaluations

🔍 Hidden Figures 👩‍🔬 Women In Stem 🚀 Women Pioneers

Small Things Considered

par Henry Petroski • 2003

Why nothing works perfectly: the constraints hiding inside every object you use.

3.40

334

📐 Everyday Design 🔧 Engineering Philosophy ⚖️ Design Constraints

Small Things Considered

Why nothing works perfectly: the constraints hiding inside every object you use.

par Henry Petroski 2003 304 pages

3.40

334 évaluations

📐 Everyday Design 🔧 Engineering Philosophy ⚖️ Design Constraints

The Idea Factory

par Pepper White • 1991

MIT: where a valedictorian learns to celebrate a B and survive the pressure without losing himself.

3.85

255

🎓 Grad School 🏛️ Elite Universities 🎭 Imposter Syndrome

The Idea Factory

MIT: where a valedictorian learns to celebrate a B and survive the pressure without losing himself.

par Pepper White 1991 328 pages

3.85

255 évaluations

🎓 Grad School 🏛️ Elite Universities 🎭 Imposter Syndrome

The Essential Engineer

par Henry Petroski • 2010

Science explains; engineering creates. When we confuse the two, our biggest problems get harder.

3.37

270

🧠 Engineering Philosophy 🛡️ Engineering Ethics ⚖️ Risk Assessment

The Essential Engineer

Science explains; engineering creates. When we confuse the two, our biggest problems get harder.

par Henry Petroski 2010 288 pages

3.37

270 évaluations

🧠 Engineering Philosophy 🛡️ Engineering Ethics ⚖️ Risk Assessment

Arithmetic

par Paul Lockhart • 2017

Arithmetic is a craft, not a grind. The elegant patterns hiding in every counting system.

3.92

236

🧠 Mathematical Thinking 📜 History Of Math 🔢 Number Representation

Arithmetic

Arithmetic is a craft, not a grind. The elegant patterns hiding in every counting system.

par Paul Lockhart 2017 224 pages

3.92

236 évaluations

🧠 Mathematical Thinking 📜 History Of Math 🔢 Number Representation

The Calculus of Friendship

par Steven H. Strogatz • 2009

They traded calculus problems by mail for thirty years. The equations said what they couldn't.

3.87

404

🖋️ Epistolary Friendship 📊 Mathematical Memoir 🔢 Mathematics Of Life

The Calculus of Friendship

They traded calculus problems by mail for thirty years. The equations said what they couldn't.

par Steven H. Strogatz 2009 184 pages

3.87

404 évaluations

🖋️ Epistolary Friendship 📊 Mathematical Memoir 🔢 Mathematics Of Life

The Numbers Game

par Michael Blastland • 2008

Most numbers in the news mislead you; a few mental habits reveal the real story.

3.65

344

📊 Statistical Literacy 📈 Data Interpretation 🤨 Media Skepticism

The Numbers Game

Most numbers in the news mislead you; a few mental habits reveal the real story.

par Michael Blastland 2008 224 pages

3.65

344 évaluations

📊 Statistical Literacy 📈 Data Interpretation 🤨 Media Skepticism

The Perfectionists

par Simon Winchester • 2018

From cylinders to microchips: the hidden pursuit of perfect smoothness that built the modern world.

4.15

6 000+

🔧 History Of Technology 🏭 Industrial Revolution 🔍 Microhistory

The Perfectionists

From cylinders to microchips: the hidden pursuit of perfect smoothness that built the modern world.

par Simon Winchester 2018 416 pages

4.15

6 000+ évaluations

🔧 History Of Technology 🏭 Industrial Revolution 🔍 Microhistory

What's the Use?

par Ian Stewart • 2021

Kidney matches, secure websites, movie animation: the invisible math that built the modern world.

3.54

175

📐 Applied Mathematics 📊 Mathematical Modeling 🔍 Hidden Mathematics

What's the Use?

Kidney matches, secure websites, movie animation: the invisible math that built the modern world.

par Ian Stewart 2021 336 pages

3.54

175 évaluations

📐 Applied Mathematics 📊 Mathematical Modeling 🔍 Hidden Mathematics

Is Maths Real? How Simple Questions Lead Us to Mathematics’ Deepest Truths

par Eugenia Cheng • 2023

Math is not about right answers but about asking why. A manifesto for the curious.

3.52

500+

📐 Philosophy Of Math 🧮 Mathematical Thinking 📚 Math Pedagogy

Is Maths Real? How Simple Questions Lead Us to Mathematics’ Deepest Truths

Math is not about right answers but about asking why. A manifesto for the curious.

par Eugenia Cheng 2023 328 pages

3.52

500+ évaluations

📐 Philosophy Of Math 🧮 Mathematical Thinking 📚 Math Pedagogy

Confident Data Skills

par Kirill Eremenko • 2018

From messy data to clean insights to persuasive presentations: the process that lands the promotion.

4.12

211

📊 Data Science 📖 Data Literacy 🤖 Machine Learning Basics

Confident Data Skills

From messy data to clean insights to persuasive presentations: the process that lands the promotion.

par Kirill Eremenko 2018 272 pages

4.12

211 évaluations

📊 Data Science 📖 Data Literacy 🤖 Machine Learning Basics

How Technology Works

par D.K. Publishing • 2019

A visual tour of the physics inside your phone, your microwave, and the power grid.

4.33

166

🔍 Visual Encyclopedias ⚙️ How Things Work ⚡ Applied Physics

How Technology Works

A visual tour of the physics inside your phone, your microwave, and the power grid.

par D.K. Publishing 2019 256 pages

4.33

166 évaluations

🔍 Visual Encyclopedias ⚙️ How Things Work ⚡ Applied Physics

The Tech Coup

par Marietje Schaake • 2024

When tech companies became the state, democracy became a user agreement no one reads.

3.78

468

🏛️ Tech Regulation 🏢 Corporate Power 👁️ Surveillance Capitalism

The Tech Coup

When tech companies became the state, democracy became a user agreement no one reads.

par Marietje Schaake 2024 336 pages

3.78

468 évaluations

🏛️ Tech Regulation 🏢 Corporate Power 👁️ Surveillance Capitalism

Prime Obsession

par John Derbyshire • 2003

A conjecture from 1859 ties prime numbers to quantum energy levels. The proof is still missing.

4.15

3 000+

🔢 Number Theory ❓ Unsolved Problems 📜 History Of Mathematics

Prime Obsession

A conjecture from 1859 ties prime numbers to quantum energy levels. The proof is still missing.

par John Derbyshire 2003 422 pages

4.15

3 000+ évaluations

🔢 Number Theory ❓ Unsolved Problems 📜 History Of Mathematics

The Year in Tech 2022

par Harvard Business Review • 2021

Brain sensors at work. Doctor-prescribed apps. The tech trends reshaping business.

3.56

176

📊 Tech Strategy 🔮 Emerging Technology ⚖️ Ai Ethics

The Year in Tech 2022

Brain sensors at work. Doctor-prescribed apps. The tech trends reshaping business.

par Harvard Business Review 2021 176 pages

3.56

176 évaluations

📊 Tech Strategy 🔮 Emerging Technology ⚖️ Ai Ethics

Number

par Tobias Dantzig • 1930

The story of number, from zero to infinity, is a series of crises that redefined reality.

4.09

500+

🏛️ History Of Mathematics 🤔 Philosophy Of Math 🧠 Numerical Cognition

Number

The story of number, from zero to infinity, is a series of crises that redefined reality.

par Tobias Dantzig 1930 416 pages

4.09

500+ évaluations

🏛️ History Of Mathematics 🤔 Philosophy Of Math 🧠 Numerical Cognition

Godel's Proof

par Ernest Nagel • 1958

Arithmetic cannot prove its own consistency. The man who proved that was twenty-five.

4.19

5 000+

🧮 Mathematical Logic 🏛️ Foundations Of Mathematics 🧩 Incompleteness

Godel's Proof

Arithmetic cannot prove its own consistency. The man who proved that was twenty-five.

par Ernest Nagel 1958 160 pages

4.19

5 000+ évaluations

🧮 Mathematical Logic 🏛️ Foundations Of Mathematics 🧩 Incompleteness

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