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Media Summary: Error at 43:46** I said we can use Kronecker's theorem with some complication of linear independence, but this is misleading. Error at 32:14*** I mistakenly claimed the Lindelöf Hypothesis implies "almost all zeros are on the critical line", but this is false! The Riemann Hypothesis is the most notorious unsolved problem in all of mathematics. Ever since it was first proposed by ...

Zeta Explained 35 Diophantine Approximation - Detailed Analysis & Overview

Error at 43:46** I said we can use Kronecker's theorem with some complication of linear independence, but this is misleading. Error at 32:14*** I mistakenly claimed the Lindelöf Hypothesis implies "almost all zeros are on the critical line", but this is false! The Riemann Hypothesis is the most notorious unsolved problem in all of mathematics. Ever since it was first proposed by ... Unraveling the enigmatic function behind the Riemann hypothesis Help fund future projects: ... Marc Hindry, Université Paris Cité, France. Introduction by Fabien Pazuki, University of Copenhagen, Denmark. From: The ...

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Zeta Explained #35: Diophantine Approximation
Zeta Explained #24: An Approximate Functional Equation for Zeta
Zeta Explained #37: Zeta Can Get Close to Zero in Re(s) ≥ 1
Zeta Explained #76: Euler's Totient Function and its Dirichlet Series
Zeta Explained #65: Example Computations and How to Find a Zero
Zeta Explained #86: Prime Progressions and L-Functions (Part 1)
Zeta Explained #25: The Lindelöf Hypothesis
Zeta Explained #19: Proof that the Number of Zeros in the Critical Strip Is O(T log T)
Zeta Explained #83: Using Zeta to Solve Arithmetic Identities
The Riemann Hypothesis, Explained
But what is the Riemann zeta function? Visualizing analytic continuation
Zeta Explained #69: Deep Dive into Gamma (Weierstrass Product Formula)
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Zeta Explained #35: Diophantine Approximation

Zeta Explained #35: Diophantine Approximation

Error at 43:46** I said we can use Kronecker's theorem with some complication of linear independence, but this is misleading.

Zeta Explained #24: An Approximate Functional Equation for Zeta

Zeta Explained #24: An Approximate Functional Equation for Zeta

This is the 24th video in a series

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Zeta Explained #37: Zeta Can Get Close to Zero in Re(s) ≥ 1

Zeta Explained #37: Zeta Can Get Close to Zero in Re(s) ≥ 1

This is the 37th video in a series

Zeta Explained #76: Euler's Totient Function and its Dirichlet Series

Zeta Explained #76: Euler's Totient Function and its Dirichlet Series

This is the 76th video in a series

Zeta Explained #65: Example Computations and How to Find a Zero

Zeta Explained #65: Example Computations and How to Find a Zero

This is the 65th video in a series

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Zeta Explained #86: Prime Progressions and L-Functions (Part 1)

Zeta Explained #86: Prime Progressions and L-Functions (Part 1)

This is the 86th video in a series

Zeta Explained #25: The Lindelöf Hypothesis

Zeta Explained #25: The Lindelöf Hypothesis

Error at 32:14*** I mistakenly claimed the Lindelöf Hypothesis implies "almost all zeros are on the critical line", but this is false!

Zeta Explained #19: Proof that the Number of Zeros in the Critical Strip Is O(T log T)

Zeta Explained #19: Proof that the Number of Zeros in the Critical Strip Is O(T log T)

This is the 19th video in a series

Zeta Explained #83: Using Zeta to Solve Arithmetic Identities

Zeta Explained #83: Using Zeta to Solve Arithmetic Identities

This is the 83rd video in a series

The Riemann Hypothesis, Explained

The Riemann Hypothesis, Explained

The Riemann Hypothesis is the most notorious unsolved problem in all of mathematics. Ever since it was first proposed by ...

But what is the Riemann zeta function? Visualizing analytic continuation

But what is the Riemann zeta function? Visualizing analytic continuation

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

Zeta Explained #69: Deep Dive into Gamma (Weierstrass Product Formula)

Zeta Explained #69: Deep Dive into Gamma (Weierstrass Product Formula)

This is the 69th video in a series

Alexander Gorodnik - Diophantine approximation and flows on homogeneous spaces (Part 1)

Alexander Gorodnik - Diophantine approximation and flows on homogeneous spaces (Part 1)

The fundamental problem in the theory of

Zeta Explained #81: Divisor Functions and Dirichlet Series

Zeta Explained #81: Divisor Functions and Dirichlet Series

This is the 81st video in a series

Zeta Explained #60: Hardy's Proof of Infinitely Many Zeros on Critical Line

Zeta Explained #60: Hardy's Proof of Infinitely Many Zeros on Critical Line

This is the 60th video in a series

Zeta functions applied to Arithmetic Diophantine Geometry

Zeta functions applied to Arithmetic Diophantine Geometry

Marc Hindry, Université Paris Cité, France. Introduction by Fabien Pazuki, University of Copenhagen, Denmark. From: The ...

Zeta Explained #40: Riemann's Proof of the Functional Equation

Zeta Explained #40: Riemann's Proof of the Functional Equation

This is the 40th video in a series

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