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

Where do complex functions come from? In this video we explore the idea of analytic continuation, a powerful technique which ...

NEW (Christmas 2019). Two ways to support Mathologer Mathologer Patreon: https://www.patreon.com/mathologer Mathologer ...

In this video we examine the other half of complex calculus: integration. We explain how the idea of a complex line integral arises ...

... and infinite series 06:30 Euler and the Zeta Function 07:30 Bernhard Riemann enters the prime number picture 08:18 Imaginary ...

L-Functions are likely to play a key role in proving the Riemann Hypothesis, says Professor Jon Keating from the University of ...

... http://www.claymath.org Number Line: http://youtu.be/JmyLeESQWGw CORRECTION: At 7:20 the zeta function of 2 should be ...

Here he discusses the zeta function and Apéry's Constant. More Tony videos: http://bit.ly/Padilla_Numberphile Tony's Tweet: ...

This is the first episode of the RH Saga* Support PeakMath on Ko-fi! https://ko-fi.com/peakmath We embark on a journey into the ...

Paul J. Nahin An engrossing look at the history and importance of a centuries-old but still unanswered math problem ...

Let's talk about the famous Zeta function and the Riemann Hypothesis in this undergraduate-level video! This topic is linked ...

Featuring Professor Tony Padilla. See https://brilliant.org/numberphile for Brilliant and get 20% off their premium service (episode ...

... CORRECTION: The functional form of the zeta function is a reflection around the point 0.5, not the line x=0.5. But you can think ...

A story of pi, primes, complex numbers, and how number theory braids them together. Mathologer on why 4k + 1primes break ...

Watch as we graph the modulus of the Riemann zeta function, ∣𝜁(𝑥+𝑖𝑦)∣, over a region where the real part 𝑥 goes up to 1/2 ...

Featuring Jared Duker Lichtman. More links & stuff in full description below ↓↓↓ Read more about this: ...

Using generating functions, we find the values of some infinite sums. In the process, we come across the Riemann Zeta function, ...

I explain Euler's discovery of the connection between the zeta function and the prime numbers, and I discuss how Riemann's ...

Today we introduce some of the ideas of analytic number theory, and employ them to help us understand the size of n!. We use ...

Having said that, Hardy's book does have quite a bit of detail on how Ramanujan summation applies to the Zeta function; see ...