
Classical Mechanics
Applications in Physics and Elastic Collisions
Bouncing balls to space
Classical Mechanics
Bouncing balls to space
Calculus
The Dirichlet integral was first solved by the brilliant Leonhard Euler, it then achieved fame with Dirichlet’s work on Fourier series…
Ramanujan
On or about the 31st of January 1913, mathematician G.H. Hardy (1877-1947) of Trinity College at Cambridge University received a parcel of papers from Madras, India which included a cover letter from an aspiring young Indian mathematician by the name of Srinivasa Ramanujan (1887–1920).
Group Theory
Conservation laws form the basis of theoretical physics. In 1915, Emmy Noether found their origin in the symmetries of the universe.
Vector Spaces
In this article we introduce the reproducing kernel Hilbert space.
Pi
We interact with the number π (‘pi’) everyday. Due to its fundamental involvement with circles, π has found applications in virtually every industry, ranging from sports to designing power lines and everything in between. It would, then, seem absurd that a number that is seemingly so specific and universal can
Practical Mathematics
The Toom-Cook Algorithm
Hilbert
The Hardy space has three equivalent definitions. Each of them emphasizes a different aspect of the space and all three of these aspects…
Geometry
An accidental introduction to field theory.
Geometry
Two independent methods, two genius minds: How Aristarchus and Hipparchus calculated the Earth-Moon distance.
Analysis
Represent an ordered pair of integers with a single integer.
Statistics
A simpler way of visualising and observing Benford’s Law through the powers of two