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In this video, I present Euler's proof that the solution to the Basel problem is pi^2/6. I discuss a surprising connection Euler ...

The Collatz Conjecture is the simplest math problem no one can solve — it is easy enough for almost anyone to understand but ...

Unraveling the enigmatic function behind the Riemann hypothesis Help fund future projects: ...

The infinite series of 1/n^2, i.e 1+1/2^2+1/3^2+..., actually converges to a special number, namely, pi^2/6. This is a very famous ...

This is the first video in a two part series explaining how Euler discovered that the sum of the reciprocals of the square numbers is ...

This deceptively simple math problem has stumped mathematicians for almost 300 years! 👉 Head to ...

Today, we solve the Basel Problem using complex analysis! Residues at higher order poles: ...

Today we derive them all, the most famous infinite pi formulas: The Leibniz-Madhava formula for pi, John Wallis's infinite product ...

We solve the Basel Problem (Sum from 1 to Infinity of 1/n^2). The technique used is integration, and it's pretty darn clever.

Basel problem was one of the famous problem in the 18th century posted by Pietro Mengoli in 1644 and he included the problem ...

Hi, In this video I'll be taking you on a magical proof journey. I'm going to show you an INSANELY awesome way to solve the ...

Here we solve the famous Basel Problem using some identities from complex numbers with a bit of cheeky help from the good ol' ...

Happy Pi Day, everyone! To celebrate, let's prove the famous Basel Problem (the infinite sum of the reciprocal of the squares).

1735 löste der junge Leonhard Euler aus Basel ein bekanntes mathematisches Problem, an dem sich vor ihm schon mehrere ...

Today, we use complex analysis and residues to evaluate the alternating Basel problem. Basel problem using complex analysis: ...

By Terrence P. Hui, Ph.D. In this video, we will explain to you how Euler proved the famous Basel problem. We will first show you ...

Tom Crawford shows us some cool things about Euler's Formula... Check https://brilliant.org/numberphile for Brilliant and get 20% ...

Happy Pi Day, everyone! Let's lose some brain cells as we explore another proof of the Basel Problem! (Plus a slight digression ...