Modular Arithmetic
Solving Infinite with Finite
Mathematics has a lot of hidden gems. Today I will try to give us a glimpse to one of the vast domain — modular arithmetics.
Modular Arithmetic
Mathematics has a lot of hidden gems. Today I will try to give us a glimpse to one of the vast domain — modular arithmetics.
Geometry
Can you solve all three?
Number Theory
Adding probabilities and velocities have at least two things in common — a maximum and Pascal’s triangle.
Number Theory
An ancient proof to give insight into an unsolved problem.
Biography
I recently had the privilege of interviewing Ken Ono, one of the most brilliant Mathematicians in the world. Not only has he made huge…
Number Theory
An introduction and index to an article series on the properties of and patterns in the powers of two
Number Theory
What one would do to find the representation of a number written in one base to some another would probably be to take a look at the…
Number Theory
My Journey of Rediscovering Some of Mathematics’ Most Beautiful Numbers
Prime Numbers
It was a big surprise discovering zero when I was really looking for prime numbers. Back in 1992, I had a simple computer at my disposal …
Number Theory
On the number of rational solutions to polynomials.
Prime Numbers
We present two proofs of one of the great theorems in number theory, namely that there are infinitely many primes.
Prime Numbers
Are there infinitely many primes p such that p + 2 is prime?
Number Theory
Two Simple Proofs of the Irrationality of e
Number Theory
Fibonacci numbers are one of the most captivating things in mathematics. They hold a special place in almost every mathematician’s heart…
Number Theory
Assigning Value To The Concept Of Nothing
Number Theory
… and how to compare the infinite?