🌀 Complex Analysis

The elegant mathematics of functions of complex variables, where algebra, geometry, and analysis intertwine in results of surprising beauty and power.

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 90%

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

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 👤 Mathematical Biography ⚛️ Quantum Chaos

Prime Obsession 90%

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 👤 Mathematical Biography ⚛️ Quantum Chaos

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 90%

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

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 90%

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

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 88%

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

Chaos

by James Gleick • 1987

A rounding error revealed that chaos hides order. The discovery reshaped what science can predict.

4.03

41k+

🦋 Chaos Theory 🔗 Complexity Science 📜 History Of Science 🌿 Fractal Geometry 🐝 Self-Organization

Chaos 88%

A rounding error revealed that chaos hides order. The discovery reshaped what science can predict.

by James Gleick 1987

4.03

41k+ ratings

🦋 Chaos Theory 🔗 Complexity Science 📜 History Of Science 🌿 Fractal Geometry 🐝 Self-Organization

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 88%

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 88%

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

by Edward Frenkel 2013

3.70

4k+ ratings

Complexity

by Melanie Mitchell • 2009

Simple rules produce the complexity of ant colonies, brains, and economies. The science of how.

4.11

4k+

🧬 Complexity Science 🌊 Emergence 🌀 Self-Organization 📡 Information Theory 🦋 Chaos Theory

Complexity 88%

Simple rules produce the complexity of ant colonies, brains, and economies. The science of how.

by Melanie Mitchell 2009

4.11

4k+ ratings

🧬 Complexity Science 🌊 Emergence 🌀 Self-Organization 📡 Information Theory 🦋 Chaos Theory

Deep Simplicity

by John Gribbin • 2004

Simple rules, run long enough, build a universe. A physicist shows the working.

3.98

2k+

🧩 Complexity Science 🦋 Chaos Theory ❄️ Fractal Geometry 🕸️ Network Theory 🔄 Self-Organization

Deep Simplicity 88%

Simple rules, run long enough, build a universe. A physicist shows the working.

by John Gribbin 2004

3.98

2k+ ratings

🧩 Complexity Science 🦋 Chaos Theory ❄️ Fractal Geometry 🕸️ Network Theory 🔄 Self-Organization

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 88%

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

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+

🔢 Topological Spaces 📏 Metric Spaces 🔗 Compactness 🧩 Connectedness 📊 Separation Axioms

Topology 88%

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

🔢 Topological Spaces 📏 Metric Spaces 🔗 Compactness 🧩 Connectedness 📊 Separation Axioms

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+

🌀 Fractal Geometry 🦋 Chaos Theory 🕸️ Complex Systems 📏 Scaling Laws 🎲 Stochastic Processes

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

🌀 Fractal Geometry 🦋 Chaos Theory 🕸️ Complex Systems 📏 Scaling Laws 🎲 Stochastic Processes

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? 88%

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

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 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

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

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+

📐 Mathematical Biography 🔢 Number Theory ♾️ Infinity 📜 History Of Mathematics ✨ Mathematical Beauty

The Man Who Loved Only Numbers 88%

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

📐 Mathematical Biography 🔢 Number Theory ♾️ Infinity 📜 History Of Mathematics ✨ Mathematical Beauty

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? 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

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

Complexity

by M. Mitchell Waldrop • 1992

In a desert convent, a few rogue scientists discovered the universal grammar of complex systems.

4.05

3k+

🧩 Complexity Science 🌀 Self-Organization 📜 History Of Science 📈 Increasing Returns 💻 Agent-Based Modeling

Complexity 88%

In a desert convent, a few rogue scientists discovered the universal grammar of complex systems.

by M. Mitchell Waldrop 1992

4.05

3k+ ratings

🧩 Complexity Science 🌀 Self-Organization 📜 History Of Science 📈 Increasing Returns 💻 Agent-Based Modeling

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 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

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

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 88%

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

by Steven H. Strogatz 2012

4.05

9k+ ratings

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

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+

📐 History Of Mathematics 📖 Mathematical Biography 🧮 Popular Mathematics 🧠 Scientific Genius 🎭 Drama Of Discovery

Men of Mathematics 88%

From Descartes to Cantor, the story of mathematics is one of obsession and early graves.

by Eric Temple Bell 1937

4.10

2k+ ratings

📐 History Of Mathematics 📖 Mathematical Biography 🧮 Popular Mathematics 🧠 Scientific Genius 🎭 Drama Of Discovery

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 87%

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 87%

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

Small Worlds

by Duncan J. Watts • 1999

A few distant links turn clustered networks into superhighways for disease, ideas, and synchrony.

3.88

🕸️ Network Science 📐 Graph Theory 🔗 Complex Systems 📊 Mathematical Modeling 🌊 Emergent Behavior

Small Worlds 87%

A few distant links turn clustered networks into superhighways for disease, ideas, and synchrony.

by Duncan J. Watts 1999

3.88

85 ratings

🕸️ Network Science 📐 Graph Theory 🔗 Complex Systems 📊 Mathematical Modeling 🌊 Emergent Behavior

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 87%

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

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

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 87%

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

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 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

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

Number

by Tobias Dantzig • 1930

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

4.09

637

🏛️ History Of Mathematics 🤔 Philosophy Of Math 🧠 Numerical Cognition ♾️ Infinity 📈 History Of Calculus

Number 87%

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

by Tobias Dantzig 1930

4.09

637 ratings

🏛️ History Of Mathematics 🤔 Philosophy Of Math 🧠 Numerical Cognition ♾️ Infinity 📈 History Of Calculus

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+

🧮 Everyday Mathematics 🌍 Cultural Mathematics ✨ Mathematical Imagination 🌈 Synesthesia 🕳️ Zero And Infinity

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

🧮 Everyday Mathematics 🌍 Cultural Mathematics ✨ Mathematical Imagination 🌈 Synesthesia 🕳️ Zero And Infinity

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

In a Flight of Starlings

by Giorgio Parisi • 2021

Starlings, spin glasses, and science's messy path: why simple rules create complex systems.

3.41

2k+

🧩 Complex Systems 🐦 Emergence 🦅 Collective Behavior 📝 Scientific Memoir ⚛️ Physics Essays

In a Flight of Starlings 87%

Starlings, spin glasses, and science's messy path: why simple rules create complex systems.

by Giorgio Parisi 2021

3.41

2k+ ratings

🧩 Complex Systems 🐦 Emergence 🦅 Collective Behavior 📝 Scientific Memoir ⚛️ Physics Essays

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 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

Sync

by Steven H. Strogatz • 2003

Fireflies flash in unison, heart cells beat as one. No leader. A single equation explains it.

4.07

3k+

🧪 Complexity Science 🕸️ Network Theory 🧬 Mathematical Biology 🌀 Self-Organization 🕰️ Circadian Rhythms

Sync 87%

Fireflies flash in unison, heart cells beat as one. No leader. A single equation explains it.

by Steven H. Strogatz 2003

4.07

3k+ ratings

🧪 Complexity Science 🕸️ Network Theory 🧬 Mathematical Biology 🌀 Self-Organization 🕰️ Circadian Rhythms

Infinite Powers

by Steven H. Strogatz • 2019

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

4.29

7k+

🔢 History Of Calculus 📐 Popular Mathematics 🧠 Mathematical Thinking ∫ Calculus Concepts 🔭 Scientific Revolution

Infinite Powers 87%

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

by Steven H. Strogatz 2019

4.29

7k+ ratings

🔢 History Of Calculus 📐 Popular Mathematics 🧠 Mathematical Thinking ∫ Calculus Concepts 🔭 Scientific Revolution

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 87%

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

by Alex Bellos 2010

4.12

6k+ ratings

An Essay on the Psychology of Invention in the Mathematical Field

by Jacques Hadamard • 1945

Mathematical discovery relies on the unconscious, not logic; beauty picks the winning ideas.

3.97

221

🔢 Mathematical Creativity 🧠 Cognitive Psychology 🌊 Unconscious Processing 👁️ Visual Thinking ✨ Beauty In Mathematics

An Essay on the Psychology of Invention in the Mathematical Field Summary

An Essay on the Psychology of Invention in the Mathematical Field 87%

Mathematical discovery relies on the unconscious, not logic; beauty picks the winning ideas.

by Jacques Hadamard 1945

3.97

221 ratings

🔢 Mathematical Creativity 🧠 Cognitive Psychology 🌊 Unconscious Processing 👁️ Visual Thinking ✨ Beauty In Mathematics

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 87%

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

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

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 87%

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

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 87%

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

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 🧮 Matrices 📉 Differential Equations

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

📐 Precalculus 📚 High School Math 🔺 Trigonometry 🧮 Matrices 📉 Differential Equations

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 87%

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

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

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 87%

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

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 87%

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

The Mathematics of Life

by Ian Stewart • 2011

Math cracked physics. Now it's unlocking biology, from protein origami to alien life.

3.62

565

🧬 Mathematical Biology 🧪 Systems Biology 🦋 Chaos Theory 🕸️ Network Theory 🌱 Pattern Formation

The Mathematics of Life 87%

Math cracked physics. Now it's unlocking biology, from protein origami to alien life.

by Ian Stewart 2011

3.62

565 ratings

🧬 Mathematical Biology 🧪 Systems Biology 🦋 Chaos Theory 🕸️ Network Theory 🌱 Pattern Formation

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