Breakthroughs & Research
Figures & History
Puzzles & Paradoxes
Math in Action
Breakthroughs & Research
New Algorithm Solves Graph Theory Problem
A team at MIT has published a new, faster algorithm for solving a famous problem in graph theory, with major implications for network design.
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AI Discovers New Geometric Proofs
Researchers are now using artificial intelligence to explore mathematical concepts, leading to previously unknown geometric theorems.
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Topology Breakthrough in 4D Spaces
A recent paper sheds new light on the complex nature of four-dimensional manifolds, a notoriously difficult area of topology.
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Progress on the Twin Prime Conjecture
Mathematicians have made significant progress towards proving the twin prime conjecture, one of the oldest unsolved problems in number theory.
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The Lost Notebooks of Ramanujan
Exploring the fascinating and profound mathematical ideas found within the lost notebooks of Srinivasa Ramanujan.
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A Profile on Maryam Mirzakhani
Remembering the incredible life and work of Maryam Mirzakhani, the first and only female Fields Medalist.
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Euclid's Elements: Still Relevant Today?
How the foundational principles laid out in Euclid's Elements over 2000 years ago still influence modern mathematics and logic.
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Alan Turing: The Father of Computing
A look into the mathematical genius of Alan Turing and his foundational work that led to the modern computer.
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Exploring the Monty Hall Problem
A deep dive into the famous probability puzzle that has stumped even professional mathematicians. Do you switch doors?
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The Seven Bridges of Königsberg
The historical problem that led to the development of graph theory. Can you find a path that crosses each bridge exactly once?
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Zeno's Paradoxes of Motion
Can you ever truly reach your destination? Exploring the ancient Greek paradoxes that question the nature of infinity and motion.
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The Infinite Complexity of Fractals
Discover the beauty of fractals like the Mandelbrot set, where infinite complexity arises from simple mathematical rules.
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The Calculus Behind Machine Learning
Understanding how fundamental concepts of calculus, like gradient descent, power modern artificial intelligence.
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How Cryptography Secures Your Data
An overview of the number theory and prime factorization that makes modern encryption possible and keeps your information safe.
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The Mathematics of Spacetime
How Einstein's theory of general relativity uses differential geometry to describe the fabric of the universe.
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Financial Modeling with Stochastic Calculus
A look at the complex mathematics used in the financial world to model stock prices and manage risk.
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