Curated mathematical resources - Page 2
Explores the great theorems of mathematics and the stories behind them.
A comprehensive overview of modern mathematics written by leading mathematicians.
Standard undergraduate topology text covering point-set and algebraic topology.
Biography of Paul Erdős, the legendary mathematician who lived for mathematics.
A geometric approach to complex analysis using beautiful visualizations and intuition.
Classic introduction to mathematical thinking covering number theory, geometry, topology, and calculus.
Organization promoting mathematical research in Europe.
Introduction to the mathematics of mathematics - the study of structure.
How to cut a sphere into pieces and reassemble it into two identical spheres.
Introduction to the mathematics behind general relativity.
How computers helped prove that any map can be colored with just four colors.
Visual guide to understanding what eigenvalues and eigenvectors really mean.
How elliptic curve cryptography secures cryptocurrency transactions.
Classic book by Silvanus Thompson making calculus accessible to everyone.
Why you can always fairly split a ham sandwich between two thieves with one cut.
Tadashi Tokieda's intuitive introduction to topological concepts.
Using algebra to study holes and connectivity in spaces.
The counterintuitive probability puzzle that fooled thousands.
The self-taught mathematician's miraculous formulas for pi.
How topologists view the world differently - donuts and coffee cups are the same!
How mathematical models of strategic interaction explain economic behavior.
How mathematicians discovered geometry where parallel lines can meet.
3Blue1Brown explains how the Fourier transform decomposes signals into frequencies.
The theorem that changed mathematics by proving some truths are unprovable.
The simplest unsolved problem in mathematics that anyone can understand.
Why bell curves appear everywhere in nature and statistics.
A deep problem connecting addition and multiplication of integers.
Fundamental theorems about the structure of finite groups.
Beautiful visual approach to understanding group theory concepts.
How to optimize linear objective functions subject to constraints.
A controversial axiom with surprising and counterintuitive consequences.
Why averages converge to expected values as sample size grows.
An alternative way to measure distance that leads to strange and beautiful mathematics.
Why every simple closed curve divides the plane into inside and outside.
Interactive explanation of Markov chains and their applications in modeling.
The rigorous foundation of integration and probability.
The beautiful mathematics of iterating complex functions.
Numberphile explains the most famous unsolved problem in mathematics.
Why you only need 23 people for a 50% chance of shared birthdays.
Simple yet powerful combinatorial principle with surprising applications.
Why the circle encloses the most area for a given perimeter.
The beautiful connection between field extensions and groups.
Comprehensive tutorial covering graphs, trees, and network flows.
Introduction to the equations that describe heat, waves, and fluid flow.
Claude Shannon's mathematical theory of communication and entropy.
The mathematics of random processes used in finance.
Introduction to the spaces that locally look like Euclidean space.
The algorithm that revolutionized signal processing and data analysis.
Why you can't comb a hairy ball flat without creating a cowlick.
The mathematics and mythology behind nature's supposed favorite number.
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