Matrices Books | Summaries & Audio

Introduction to Linear Algebra

by Gilbert Strang • 1993

Linear algebra organized around a matrix's core spaces: from elimination straight to the SVD.

4.24

703

📐 Applied Linear Algebra 🧩 Matrix Factorizations ↔️ Vector Spaces 💻 Computational Mathematics 🤖 Machine Learning Math

Introduction to Linear Algebra 90%

Linear algebra organized around a matrix's core spaces: from elimination straight to the SVD.

by Gilbert Strang 1993

4.24

703 ratings

📐 Applied Linear Algebra 🧩 Matrix Factorizations ↔️ Vector Spaces 💻 Computational Mathematics 🤖 Machine Learning Math

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

📐 Precalculus 📚 High School Math 🔺 Trigonometry 📉 Differential Equations 🧩 Problem Solving

Senior Secondary School Mathematics For Class - 12 Summary

Senior Secondary School Mathematics For Class - 12 88%

Ace Class 12 math: every topic, from relations to calculus, explained with clarity.

by R.S. Aggarwal 2013

3.72

294 ratings

📐 Precalculus 📚 High School Math 🔺 Trigonometry 📉 Differential Equations 🧩 Problem Solving

Linear Algebra Done Right

by Sheldon Axler • 1995

Where operators rule and determinants wait: a rigorous second course in linear algebra.

4.40

1k+

📐 Linear Algebra 🔍 Math Proofs ⚙️ Operator Theory 🎓 Math Majors 📏 Rigorous Math

Linear Algebra Done Right 88%

Where operators rule and determinants wait: a rigorous second course in linear algebra.

by Sheldon Axler 1995

4.40

1k+ ratings

📐 Linear Algebra 🔍 Math Proofs ⚙️ Operator Theory 🎓 Math Majors 📏 Rigorous Math

Structural Analysis

by Russell C. Hibbeler • 1982

Trusses, beams, and frames: how to find every force and deflection inside them before they're built.

4.10

424

🏗️ Structural Analysis 🏛️ Civil Engineering 💻 Matrix Methods 📐 Displacement Methods 🔗 Indeterminate Structures

Structural Analysis 88%

Trusses, beams, and frames: how to find every force and deflection inside them before they're built.

by Russell C. Hibbeler 1982

4.10

424 ratings

🏗️ Structural Analysis 🏛️ Civil Engineering 💻 Matrix Methods 📐 Displacement Methods 🔗 Indeterminate Structures

Shape

by Jordan Ellenberg • 2021

Geometry is not about triangles. It is the hidden structure of pandemics, search, and democracy.

3.73

2k+

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

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 🕸️ Complex Systems 📊 Mathematical Modeling 🦋 Deterministic Chaos 🔗 Synchronization

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

🌀 Nonlinear Dynamics 🕸️ Complex Systems 📊 Mathematical Modeling 🦋 Deterministic Chaos 🔗 Synchronization

Quantum Mechanics

by Leonard Susskind • 2014

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

4.33

2k+

🧪 Quantum Mechanics 📐 Mathematical Physics ⚛️ Theoretical Physics 🧮 Linear Algebra ➗ Operator Theory

Quantum Mechanics 87%

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

by Leonard Susskind 2014

4.33

2k+ ratings

🧪 Quantum Mechanics 📐 Mathematical Physics ⚛️ Theoretical Physics 🧮 Linear Algebra ➗ Operator Theory

Fundamental Methods of Mathematical Economics

by Alpha C. Chiang • 1974

Economics explained in equations: a rigorous toolkit from statics to dynamic systems.

4.02

541

🧮 Mathematical Economics 📊 Economic Modeling ⚖️ Equilibrium Analysis ↔️ Comparative Statics ⏳ Dynamic Economics

Fundamental Methods of Mathematical Economics Summary

Fundamental Methods of Mathematical Economics 87%

Economics explained in equations: a rigorous toolkit from statics to dynamic systems.

by Alpha C. Chiang 1974

4.02

541 ratings

🧮 Mathematical Economics 📊 Economic Modeling ⚖️ Equilibrium Analysis ↔️ Comparative Statics ⏳ Dynamic Economics

Vector

by Robyn Arianrhod • 2024

Your GPS and AI depend on a 19th-century algebra that broke the rules of arithmetic.

4.05

163

🧮 History Of Mathematics ⚛️ Mathematical Physics 🔭 History Of Physics 📐 Geometric Thinking 🔄 Scientific Revolutions

Vector 87%

Your GPS and AI depend on a 19th-century algebra that broke the rules of arithmetic.

by Robyn Arianrhod 2024

4.05

163 ratings

🧮 History Of Mathematics ⚛️ Mathematical Physics 🔭 History Of Physics 📐 Geometric Thinking 🔄 Scientific Revolutions

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 87%

Prime numbers and quantum fields share a hidden architecture. Most people never learn it exists.

by Edward Frenkel 2013

3.70

4k+ 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

📐 Applied Mathematics 📊 Mathematical Modeling 🔍 Hidden Mathematics 🔢 Number Theory 🔗 Topology

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

📐 Applied Mathematics 📊 Mathematical Modeling 🔍 Hidden Mathematics 🔢 Number Theory 🔗 Topology

Why Machines Learn

by Anil Ananthaswamy • 2024

The perceptron flopped but the math stayed: the linear algebra and calculus that built the AI age.

4.38

1k+

📜 History Of Ai 🧬 Deep Learning 🧠 Neural Network Theory 📐 Linear Algebra 🔢 Mathematical Foundations

Why Machines Learn 87%

The perceptron flopped but the math stayed: the linear algebra and calculus that built the AI age.

by Anil Ananthaswamy 2024

4.38

1k+ ratings

📜 History Of Ai 🧬 Deep Learning 🧠 Neural Network Theory 📐 Linear Algebra 🔢 Mathematical Foundations

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 87%

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

by Marcus du Sautoy 2007

3.82

857 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

🏛️ History Of Mathematics 📐 Math Primers 🧱 Mathematical Foundations 🔢 Number Theory 💻 History Of Computing

The Little Book of Mathematical Principles, Theories & Things Summary

The Little Book of Mathematical Principles, Theories & Things 87%

A compact tour through math's biggest ideas: zero, infinity, and the proof that broke mathematics.

by Robert Solomon 2008

3.97

438 ratings

🏛️ History Of Mathematics 📐 Math Primers 🧱 Mathematical Foundations 🔢 Number Theory 💻 History Of Computing

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

📜 History Of Mathematics 📐 Popular Mathematics 🔢 History Of Numbers 🔍 Mathematical Discovery 🌐 Mathematical Reality

Are Numbers Real? 87%

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

📜 History Of Mathematics 📐 Popular Mathematics 🔢 History Of Numbers 🔍 Mathematical Discovery 🌐 Mathematical Reality

The Fabric of Reality

by David Deutsch • 1996

Quantum interference reveals other universes touching ours; the multiverse is not optional.

4.14

6k+

⚛️ Quantum Mechanics 🌌 Many Worlds 💻 Quantum Computation 🧬 Evolutionary Epistemology 📜 Popperian Philosophy

The Fabric of Reality 87%

Quantum interference reveals other universes touching ours; the multiverse is not optional.

by David Deutsch 1996

4.14

6k+ ratings

⚛️ Quantum Mechanics 🌌 Many Worlds 💻 Quantum Computation 🧬 Evolutionary Epistemology 📜 Popperian Philosophy

Pluses and Minuses

by Stefan Buijsman • 2018

Three mathematical discoveries run your digital life; understanding them is simpler than you think.

3.41

290

🧮 Applied Mathematics 📜 History Of Mathematics 🔢 Mathematical Literacy 🖥️ Mathematical Modeling 🕸️ Network Theory

Pluses and Minuses 87%

Three mathematical discoveries run your digital life; understanding them is simpler than you think.

by Stefan Buijsman 2018

3.41

290 ratings

🧮 Applied Mathematics 📜 History Of Mathematics 🔢 Mathematical Literacy 🖥️ Mathematical Modeling 🕸️ Network Theory

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+

🧩 Mathematical Proof 🎓 Math Education 💡 Mathematical Creativity 🔬 Pure And Applied Math 🧑‍🔬 Math Careers

Letters to a Young Mathematician Summary

Letters to a Young Mathematician 87%

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

🧩 Mathematical Proof 🎓 Math Education 💡 Mathematical Creativity 🔬 Pure And Applied Math 🧑‍🔬 Math Careers

The New York Times Book of Mathematics

by Gina Kolata • 2013

Seven riffle shuffles, three hundred years, and one question: is math discovered or invented?

3.62

159

🏛️ History Of Mathematics 📝 Scientific Essays 🤔 Philosophy Of Math 👤 Mathematicians 🏠 Everyday Math

The New York Times Book of Mathematics Summary

The New York Times Book of Mathematics 87%

Seven riffle shuffles, three hundred years, and one question: is math discovered or invented?

by Gina Kolata 2013

3.62

159 ratings

🏛️ History Of Mathematics 📝 Scientific Essays 🤔 Philosophy Of Math 👤 Mathematicians 🏠 Everyday Math

Mathematics

by Timothy Gowers • 2002

Real mathematics does not compute. It builds worlds where objects are defined by their behavior.

3.86

2k+

📐 Pure Mathematics 🧠 Mathematical Thinking 🌌 Mathematical Abstraction 🔍 Proof And Reasoning 💡 Mathematical Intuition

Mathematics 87%

Real mathematics does not compute. It builds worlds where objects are defined by their behavior.

by Timothy Gowers 2002

3.86

2k+ ratings

📐 Pure Mathematics 🧠 Mathematical Thinking 🌌 Mathematical Abstraction 🔍 Proof And Reasoning 💡 Mathematical Intuition

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

🖨️ 3d Printing 🧮 Mathematical Models 🌌 Higher Dimensions 🌀 Hyperbolic Geometry 🪢 Knot Theory

Visualizing Mathematics with 3D Printing Summary

Visualizing Mathematics with 3D Printing 87%

3D printing turns polyhedra, knots, and 4D shadows into hands-on objects you finally grasp.

by Henry Segerman 2016

4.08

13 ratings

🖨️ 3d Printing 🧮 Mathematical Models 🌌 Higher Dimensions 🌀 Hyperbolic Geometry 🪢 Knot Theory

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 87%

Math is logical structure, not calculation. Category theory reveals it; baking makes it stick.

by Eugenia Cheng 2015

3.64

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

🔢 Category Theory 🧠 Mathematical Thinking 📚 Popular Mathematics 🧩 Mental Models 🔍 Abstract Reasoning

The Joy of Abstraction 86%

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

by Eugenia Cheng 2022

3.84

190 ratings

🔢 Category Theory 🧠 Mathematical Thinking 📚 Popular Mathematics 🧩 Mental Models 🔍 Abstract Reasoning

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 86%

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

by K.C. Cole 1998

3.78

594 ratings

Everyday Chaos

by David Weinberger • 2019

A medical AI diagnoses illness but can't explain how. The age of demanding explanations is over.

3.78

202

🔬 Complexity Science 🔄 Systems Thinking 🤖 Machine Learning 💻 Digital Strategy 🔓 Open Platforms

Everyday Chaos 86%

A medical AI diagnoses illness but can't explain how. The age of demanding explanations is over.

by David Weinberger 2019

3.78

202 ratings

🔬 Complexity Science 🔄 Systems Thinking 🤖 Machine Learning 💻 Digital Strategy 🔓 Open Platforms

Signals and Systems

by A. Anand Kumar • 2011

How signals become systems: the core math that turns noise into music, speech, and circuits.

4.07

233

📡 Signal Processing 〰️ Fourier Analysis ⚙️ Linear Systems Theory 🎛️ Filter Design 📐 Engineering Mathematics

Signals and Systems 86%

How signals become systems: the core math that turns noise into music, speech, and circuits.

by A. Anand Kumar 2011

4.07

233 ratings

📡 Signal Processing 〰️ Fourier Analysis ⚙️ Linear Systems Theory 🎛️ Filter Design 📐 Engineering Mathematics

Basic Mathematics

by Serge Lang • 1988

From integers to hyperbolas: a systematic build-up of every idea you need before calculus.

4.30

181

📐 Pre-Calculus 📏 Plane Geometry 📈 Coordinate Geometry 🔺 Trigonometry 🔢 Number Systems

Basic Mathematics 86%

From integers to hyperbolas: a systematic build-up of every idea you need before calculus.

by Serge Lang 1988

4.30

181 ratings

📐 Pre-Calculus 📏 Plane Geometry 📈 Coordinate Geometry 🔺 Trigonometry 🔢 Number Systems

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+

🔢 Number Theory ❓ Unsolved Problems 📜 History Of Mathematics 🌀 Complex Analysis 👤 Mathematical Biography

Prime Obsession 86%

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

by John Derbyshire 2003

4.15

4k+ ratings

🔢 Number Theory ❓ Unsolved Problems 📜 History Of Mathematics 🌀 Complex Analysis 👤 Mathematical Biography

Unknown Quantity

by John Derbyshire • 2006

Babylonians used algebra to measure grain. Four thousand years later, it described reality itself.

3.90

770

🧮 History Of Mathematics 🏛️ Ancient Mathematics 📜 Medieval Scholarship 🔬 Mathematical Abstraction ⚖️ Equation Solving

Unknown Quantity 86%

Babylonians used algebra to measure grain. Four thousand years later, it described reality itself.

by John Derbyshire 2006

3.90

770 ratings

🧮 History Of Mathematics 🏛️ Ancient Mathematics 📜 Medieval Scholarship 🔬 Mathematical Abstraction ⚖️ Equation Solving

Linked

by Albert-László Barabási • 2002

A few critical hubs hold most networks together. Target them, and the whole system collapses.

3.94

5k+

🕸️ Network Science 🧩 Complex Systems 🌊 Emergence 📉 Power Laws 🔄 Network Effects

Linked 86%

A few critical hubs hold most networks together. Target them, and the whole system collapses.

by Albert-László Barabási 2002

3.94

5k+ ratings

🕸️ Network Science 🧩 Complex Systems 🌊 Emergence 📉 Power Laws 🔄 Network Effects

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 86%

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

by Steven H. Strogatz 2012

4.05

9k+ ratings

Introduction to Real Analysis

by Robert G. Bartle • 1982

A rigorous foundation in real numbers and limits: the proofs that make calculus unshakeable.

4.00

311

🧮 Real Analysis 📐 Rigorous Calculus 📝 Mathematical Proofs 🔢 Sequences And Series 🌀 Point-Set Topology

Introduction to Real Analysis 86%

A rigorous foundation in real numbers and limits: the proofs that make calculus unshakeable.

by Robert G. Bartle 1982

4.00

311 ratings

🧮 Real Analysis 📐 Rigorous Calculus 📝 Mathematical Proofs 🔢 Sequences And Series 🌀 Point-Set Topology

The Math of Life and Death

by Kit Yates • 2019

Key mathematical ideas govern medicine, law, and media, and your intuition gets each one wrong.

3.90

2k+

The Math of Life and Death 86%

Key mathematical ideas govern medicine, law, and media, and your intuition gets each one wrong.

by Kit Yates 2019

3.90

2k+ 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+

🧮 Mathematical Physics ⚛️ Theoretical Physics 🏛️ Platonic Mathematics 🌌 General Relativity ⚡ Quantum Foundations

The Road to Reality 86%

Physics, equation by equation: the complete mathematical tour from arithmetic to quantum fields.

by Roger Penrose 2004

4.17

9k+ ratings

🧮 Mathematical Physics ⚛️ Theoretical Physics 🏛️ Platonic Mathematics 🌌 General Relativity ⚡ Quantum Foundations

Fermat's Enigma

by Simon Singh • 1998

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

4.3

34k+

🔢 Prime Numbers 📜 History Of Mathematics ❓ Unsolved Problems 🏔️ Mathematical Quests 🔐 Cryptography

Fermat's Enigma 86%

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

by Simon Singh 1998

4.3

34k+ ratings

🔢 Prime Numbers 📜 History Of Mathematics ❓ Unsolved Problems 🏔️ Mathematical Quests 🔐 Cryptography

Quantum Computing

by Brian Clegg • 2021

Online encryption relies on math no classical computer can crack. Quantum ones do it instantly.

3.64

306

🧪 Quantum Physics 💾 Computing History ⚛️ Quantum Computing 🧮 Quantum Algorithms 🔐 Cryptography

Quantum Computing 86%

Online encryption relies on math no classical computer can crack. Quantum ones do it instantly.

by Brian Clegg 2021

3.64

306 ratings

🧪 Quantum Physics 💾 Computing History ⚛️ Quantum Computing 🧮 Quantum Algorithms 🔐 Cryptography

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

📐 Philosophy Of Math 🧮 Mathematical Thinking 📚 Math Pedagogy 🔍 Logical Reasoning 🪞 Mathematical Abstraction

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 86%

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

by Eugenia Cheng 2023

3.52

731 ratings

📐 Philosophy Of Math 🧮 Mathematical Thinking 📚 Math Pedagogy 🔍 Logical Reasoning 🪞 Mathematical Abstraction

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

🖋️ Epistolary Friendship 📊 Mathematical Memoir 🔢 Mathematics Of Life 📐 Intellectual Intimacy 🔄 Mentorship Bonds

The Calculus of Friendship 86%

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

🖋️ Epistolary Friendship 📊 Mathematical Memoir 🔢 Mathematics Of Life 📐 Intellectual Intimacy 🔄 Mentorship Bonds

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+

🧠 Theoretical Physics 🔬 Philosophy Of Science 🔄 Symmetry In Nature ✨ Mathematical Beauty 📜 History Of Physics

A Beautiful Question 86%

From Pythagoras to quantum theory, a Nobel laureate shows beauty was always the compass of physics.

by Frank Wilczek 2015

3.87

2k+ ratings

🧠 Theoretical Physics 🔬 Philosophy Of Science 🔄 Symmetry In Nature ✨ Mathematical Beauty 📜 History Of Physics

Introduction to Algorithms

by Thomas H. Cormen • 1989

Sorting a billion records can take days or seconds, depending on the algorithm, not the processor.

4.35

9k+

📘 Algorithms 🗂️ Data Structures 📊 Algorithm Analysis ✂️ Divide And Conquer 🎲 Randomized Algorithms

Introduction to Algorithms 86%

Sorting a billion records can take days or seconds, depending on the algorithm, not the processor.

by Thomas H. Cormen 1989

4.35

9k+ ratings

📘 Algorithms 🗂️ Data Structures 📊 Algorithm Analysis ✂️ Divide And Conquer 🎲 Randomized Algorithms

Information Theory, Coding and Crytography

by Ranjan Bose • 2002

Entropy sets the limit. Coding reaches it. Cryptography locks it. One textbook covers all three.

3.75

162

🧠 Information Theory 🔢 Coding Theory 🔐 Cryptography 📦 Data Compression 📡 Digital Communications

Information Theory, Coding and Crytography Summary

Information Theory, Coding and Crytography 86%

Entropy sets the limit. Coding reaches it. Cryptography locks it. One textbook covers all three.

by Ranjan Bose 2002

3.75

162 ratings

🧠 Information Theory 🔢 Coding Theory 🔐 Cryptography 📦 Data Compression 📡 Digital Communications

Algorithms

by Panos Louridas • 2020

Twenty steps to find one item in a million, and the hidden logic that runs our world.

4.03

302

📐 Algorithm Design 💻 Computing Primers 🕸️ Graph Theory 🔍 Search Algorithms 📊 Data Sorting

Algorithms 86%

Twenty steps to find one item in a million, and the hidden logic that runs our world.

by Panos Louridas 2020

4.03

302 ratings

📐 Algorithm Design 💻 Computing Primers 🕸️ Graph Theory 🔍 Search Algorithms 📊 Data Sorting

Understanding Analysis

by Stephen Abbott • 2000

Prove what calculus only computes: from the hole-free reals to the oddities of infinite sets.

4.49

476

📐 Real Analysis 📘 Calculus Foundations 🧱 Transition To Proofs ➿ Sequences And Series 📏 Metric Spaces

Understanding Analysis 86%

Prove what calculus only computes: from the hole-free reals to the oddities of infinite sets.

by Stephen Abbott 2000

4.49

476 ratings

📐 Real Analysis 📘 Calculus Foundations 🧱 Transition To Proofs ➿ Sequences And Series 📏 Metric Spaces

Hyperreality

by Mike Hockney • 2012

Reality is a self-solving mathematical equation, and God is the answer, not the author.

4.61

🔢 Mathematical Platonism 🕯️ Esoteric Philosophy ⚛️ Quantum Consciousness 🌐 Holographic Universe 🌊 Process Philosophy

Hyperreality 86%

Reality is a self-solving mathematical equation, and God is the answer, not the author.

by Mike Hockney 2012

4.61

56 ratings

🔢 Mathematical Platonism 🕯️ Esoteric Philosophy ⚛️ Quantum Consciousness 🌐 Holographic Universe 🌊 Process Philosophy

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

🏫 High School Math 🔢 Number Theory Basics 📉 Quadratic Equations 📈 Coordinate Geometry ✖️ Polynomial Algebra

Mathematics for Class X 86%

Master the proofs, polynomials, and coordinate formulas that decide the Class X board exam.

by R.D. Sharma

4.09

276 ratings

🏫 High School Math 🔢 Number Theory Basics 📉 Quadratic Equations 📈 Coordinate Geometry ✖️ Polynomial Algebra

Bursts

by Albert-László Barabási • 2010

Why your email bursts, your travels repeat, and history rhymes: one hidden law of priority.

3.30

1k+

🕸️ Complex Systems 🔗 Network Science 📉 Power Laws ✅ Task Prioritization 🔐 Data And Privacy

Bursts 86%

Why your email bursts, your travels repeat, and history rhymes: one hidden law of priority.

by Albert-László Barabási 2010

3.30

1k+ ratings

🕸️ Complex Systems 🔗 Network Science 📉 Power Laws ✅ Task Prioritization 🔐 Data And Privacy

Computer Power and Human Reason

by Joseph Weizenbaum • 1976

The computer's greatest danger isn't outthinking us; it's that we'll remake ourselves in its image.

4.31

294

🦾 Philosophy Of Technology 🤖 Ai Criticism ⚖️ Computer Ethics 🧮 Instrumental Reason ⚙️ Technological Determinism

Computer Power and Human Reason 86%

The computer's greatest danger isn't outthinking us; it's that we'll remake ourselves in its image.

by Joseph Weizenbaum 1976

4.31

294 ratings

🦾 Philosophy Of Technology 🤖 Ai Criticism ⚖️ Computer Ethics 🧮 Instrumental Reason ⚙️ Technological Determinism

Neural Networks, Fuzzy Logic And Genetic Algorithms

by S. Rajasekaran • 2004

Soft computing's three pillars each have blind spots. This is how they fill each other's gaps.

4.21

151

🖥️ Soft Computing 🧠 Neural Networks 🌫️ Fuzzy Logic 🧬 Genetic Algorithms 🤖 Machine Learning

Neural Networks, Fuzzy Logic And Genetic Algorithms Summary

Neural Networks, Fuzzy Logic And Genetic Algorithms 86%

Soft computing's three pillars each have blind spots. This is how they fill each other's gaps.

by S. Rajasekaran 2004

4.21

151 ratings

🖥️ Soft Computing 🧠 Neural Networks 🌫️ Fuzzy Logic 🧬 Genetic Algorithms 🤖 Machine Learning

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 86%

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 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+

🧮 Group Theory 📜 History Of Mathematics ⚛️ Modern Physics 🦋 Symmetry In Nature 🧠 Evolutionary Psychology

The Equation That Couldn't Be Solved Summary

The Equation That Couldn't Be Solved 86%

A doomed French genius proved an equation unsolvable: his method became physics' hidden language.

by Mario Livio 2005

3.89

2k+ ratings

🧮 Group Theory 📜 History Of Mathematics ⚛️ Modern Physics 🦋 Symmetry In Nature 🧠 Evolutionary Psychology

Compare Features	Free	Pro
📖 Read Summaries Read unlimited summaries. Free users get 3 per month
🎧 Listen to Summaries Listen to unlimited summaries in 40 languages	—
❤️ Unlimited Bookmarks Free users are limited to 4	—
📜 Unlimited History Free users are limited to 4	—
📥 Unlimited Downloads Free users are limited to 1	—

People love SoBrief

Join our global community of 600,000+ readers

★★★★★

This site is a total game-changer. I've been flying through book summaries like never before. Highly, highly recommend.

— Dave G

Worth my money and time, and really well made. I've never seen this quality of summaries on other websites. Very helpful!

— Em

Highly recommended!! Fantastic service. Perfect for those that want a little more than a teaser but not all the intricate details of a full audio book.

— Greg M

🧮 Matrices