For two millennia, mathematicians have shown the Pythagorean theorem to be true through geometry and algebra, never trigonometry.

The mathematics underpinning the modern method of elliptic curve cryptography originated with Renaissance architect Filippo Brunelleschi ...

When I was a boy, I loved numbers, and I still do. Only when I was a sophomore at Princeton did I shift my attention from ...

John Nash won a Nobel Prize in economics for his work on game theory, but the renowned mathematician's road to success was ...

From the invention of the decimal system in mathematics to the noble philosophy of ahimsa Hindus have contributed their share in all fields of knowledge and learning Over five thousand years ago when ...

Fermat famously scribbled his “Last Theorem” in the margin of his copy of Arithmetica ... Many branches of modern mathematics—from algebraic geometry to cryptography—owe part of their foundation to ...

This undergraduate textbook on Linear Algebra and n-Dimensional Geometry, in a self-teaching style ... These are classical subjects on which there are many mathematics books in theorem-proof style, ...

A unique presentation of the theorem of Cowen–Douglas operators is given ... invariants of Cowen–Douglas operators by using K-theory, complex geometry and operator algebra tools.

You scrambled up a Rubik's cube, and now you want to put it back in order. What sequence of moves should you make?

A UNSW Sydney mathematician has discovered a new method to tackle algebra's oldest challenge ... rational trigonometry and universal hyperbolic geometry. Both approaches rely on mathematical ...

ALGEBRAIC geometry, in spite of its beauty and importance, has long been reproached for lacking proper foundations. Great discoveries have been made, especially in Italy, by the intuition of a ...