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We make sense out of assigning values to divergent series using analytic continuation, and discover the p-adic numbers in the ...

Mikhail Mikhasenko (Ruhr University Bochum) gives a talk on analytic continuation and pole search with K-Matrix.

... is NOT equal to -1/12... and why the right way to think about this is using the analytic continuation of the Riemann zeta function.

A (hopefully) comprehensive demonstration of the analytic continuation of the Riemann Zeta function!

... numbers but this function is only defined for values greater than one so reman use analytic continuation to find a function which ...

Strongly interacting Quantum Field Theory (QFT) is an important subject with applications to various physical systems. In particular ...

Because of the analytic continuation, there are no partition of unity by functions with support in balls. The germ at a point of a ...

Polar plot of the Euler product and Riemann's analytic continuation. Simplification with Askeland's condition.

Cauchy's Integral Theorem. -Cauchy's Integral Formula. -Taylor Expansion. -Analytic Continuation. -Laurent Expansion.

PROTECTED BY THE COPYRIGHT ACT OF 1976, FAIR USE, SECTION 107. FOR EDUCATIONAL PURPOSES AND ...

Dive into the fascinating world of mathematics as we explore the enigmatic Riemann Hypothesis. This video unravels the complex ...

Analytic_Continuation #Complex_Analysis # #Analytic_Continuation_Questions # #Msc_Math #Msc_Math_Notes #

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

We have previously defined the complex exponential function (https://youtu.be/jtknF52T-70). We now prove the standard ...

How to Solve Analytic Function - Full Guide | 🔒 Surfshark VPN Deal — Stay private and secure. $1.99/mo + 3 Months Free ...

0:00 Intro 1:42 Introduction 3:55 The Psi Functions 10:15 The Riemman Zeta Function 20:15 Relating Psi and Zeta Our lecture ...

In this video, we discuss the principle of analytic continuation and its significance for the zeta function.

Why does the zeta function still make sense even when p ﹤ 1? This short hints at analytic continuation—an advanced ...

In this magical tale, a wise wizard named Riemann shows us his mysterious trick—analytic continuation—that transforms an ...