Tag Archives: Geometry

Twin & Grandfather Paradox | Science4All 20

June 01, 2016Relativity2618 vuesEdit

Einstein’s biggest blunder | Relativity 18

May 25, 2016Relativity700 vuesEdit

Einstein’s heart palpitations | Relativity 17

May 22, 2016Relativity953 vuesEdit

Is gravity acceleration or curvature? Relativity 16

May 18, 2016Relativity3125 vuesEdit

General relativity explained! Relativity 15

May 14, 2016Relativity8559 vuesEdit

Hyperbolic Geometry | Relativity 11

April 21, 2016Relativity934 vuesEdit

Curved-space geometry | Relativity 10

April 18, 2016Relativity1466 vuesEdit

What’s wrong with that map? Relativity 9

April 15, 2016Relativity2826 vuesEdit

The shapes of soccer balls | Relativity 8

April 12, 2016Relativity1175 vuesEdit

John Nash, a Beautiful Mind | Genius 1

April 08, 2016Genius822 vuesEdit

Can you glue opposite edges of a square? Relativity 7

April 05, 2016Relativity2439 vuesEdit

Could the Earth be flat? Relativity 4

March 22, 2016Relativity784 vuesEdit

Why is π so interesting? Relativity 1

March 16, 2016Relativity1156 vuesEdit

Fractals, Mandelbrot, Pixar (Trek through Math 4/8)

February 01, 2016A Trek through 20th Century Mathematics1178 vuesEdit

Topology, Homotopy and Poincaré’s Conjecture (Trek through Math 3/8)

January 30, 2016A Trek through 20th Century Mathematics2045 vuesEdit

The Cubic Ball of the 2014 FIFA World Cup

June 24, 2014Article4953 vuesEdit
I know this sounds crazy. Even stupid. But Adidas did design a cubic ball, called brazuca, for the 2014 World Cup. And, yet, this cubic ball is rounder than any previous ball in football History. How is it possible? This article explains it.

The Tortuous Geometry of the Flat Torus

March 09, 2014Article9861 vuesEdit
Take a square sheet of paper. Can you glue opposite sides without ever folding the paper? This is a conundrum that many of the greatest modern mathematicians, like Gauss, Riemann, and Mandelbrot, couldn't figure out. While John Nash did answer yes, he couldn't say how. After 160 years of research, Vincent Borrelli and his collaborators have finally provided a revolutionary and breathtaking example of a bending of a square sheet of paper! And it is spectacularly beautiful!

The Most Beautiful Equation of Math: Euler’s Identity

February 18, 2014Article42638 vuesEdit
In 1988, Euler's identity was elected most beautiful theorem of mathematics. It has been widely taught worldwide. But have you ever stopped to really sense the meaning of this incredible formula? This article does.

The Revolutionary Galois Theory

January 05, 2014Article11782 vuesEdit
In 1832, Évariste Galois died. He was 20. The night before his death, he wrote a legendary letter to his friend, in which he claims to have found a mathematical treasure! Sadly, this treasure had long been buried in total indifference! It took nearly a century to rediscover it! Since then, Galois' legacy has become some of the finest pure mathematics, which represents a hugely active field of research today with crucial applications to cryptography. Galois' work is now known as Galois theory. In essence, it unveils the hidden symmetries of numbers!

Linear Algebra and Higher Dimensions

November 27, 2013Article3259 vuesEdit
Linear algebra is a one of the most useful pieces of mathematics and the gateway to higher dimensions. Using Barney Stinson's crazy-hot scale, we introduce its key concepts.