Why did Ramanujan’s formulae stay relevant for a century? His set of 17 expressions offered huge speed. They gave long digit ...

Most of us first hear about the irrational number π (pi)—rounded off as 3.14, with an infinite number of decimal digits—in ...

Ramanujan's pi-computing machinery exactly mirrors the necessary structure in modern physical theories (LCFTs).

The first semester of an undergraduate physics course invariably spends a lot of time on two big ideas: The momentum principle and the work energy principle. Both deal with forces acting on an object, ...

A recent investigation uncovers Srinivasa Ramanujan’s pi equations as central not only to advanced computing but also as mathematical patterns emerging in high-energy physics, deepening scientific ...

I had planned for part 2 of this series about π to be about the classical area formula for the circle, but then something new came up. Well, by new I mean a new proof of something old, and it's a ...

Prior to learning the formulas by heart, it's critical to comprehend the fundamental ideas. To strengthen your comprehension, spend some time reading and comprehending the theory underlying the ...