Who proved the Riemann Hypothesis?

[Guest]

Cole, Montgomery, Lagarias, Hardy, Riemann, Gauss, and other mathematicians proved the Riemann Hypothesis!

Relevant Reference Link:

'Riemann Hypothesis',

https://en.wikipedia.org/wiki/Riemann_hypothesis.

[HallsofIvy]

This is very strange! You assert that "Cole, Montgomery, Lagarias, Hardy, Riemann, Gauss, and other mathematicians proved the Riemann Hypothesis!" and then link to a Wikipedia site that specifically says that the Riemann hypothesis is unproven!

[Guest]

This is very strange! You assert that "Cole, Montgomery, Lagarias, Hardy, Riemann, Gauss, and other mathematicians proved the Riemann Hypothesis!" and then link to a Wikipedia site that specifically says that the Riemann hypothesis is unproven!

[Guest]

An explicit function is found, that accurately shows the non-trivial roots of the Riemann Zeta function and their alternation with the roots of its derivative - see the scientific forum "Riemann Hypothesis": https://dxdy.ru/topic20981-615.html

[Guest]

Update:

Cole, Montgomery, Lagarias, Odlyzko, Hardy, Riemann, Gauss, and other mathematicians proved the Riemann Hypothesis!

Relevant Reference Link:

'Riemann Hypothesis',

https://en.wikipedia.org/wiki/Riemann_hypothesis.

[Guest]

Relevant Reference Links:

Proof of Riemann Hypothesis,

https://www.math10.com/forum/viewtopic.php?f=63&t=1549;

Why is RH optimum?

https://www.math10.com/forum/viewtopic.php?f=63&t=8042.

[Guest]

There are many proofs to the RH, however none of them is right as of today.

[Guest]

There are many proofs to the RH, however none of them is right as of today.

How do you know that...?

The Riemann Hypothesis is true!

[Guest]

FYI: Please vote on the truth of the Riemann Hypothesis at link below.

Link: https://theory-of-energy.org/2020/09/13/please-vote-on-the-truth-of-the-riemann-hypothesis/.

Thank you!

[Guest]

Truth of the Riemann Hypothesis.png (114.83 KiB) Viewed 6789 times

Update:

Cole, Montgomery, Lagarias, Odlyzko, Hardy, Riemann, Gauss, and other mathematicians proved the Riemann Hypothesis!

Relevant Reference Link:

'Riemann Hypothesis',

https://en.wikipedia.org/wiki/Riemann_hypothesis.

Yes! Cole, Montgomery, Lagarias, Odlyzko, Selberg, Hardy, Riemann, Gauss, and other mathematicians proved the Riemann Hypothesis!

"Mathematicians stand on each other's shoulders." -- Carl Friedrich Gauss.

[Guest]

An Update:

Yes! Cole, Montgomery, Lagarias, Odlyzko, Selberg, Erdős, Hadamard, de la Vallee Poussin, Hardy, Riemann, Gauss, and other mathematicians proved the Riemann Hypothesis!

“Mathematicians stand on each other’s shoulders.” — Gauss.

[Guest]

Xiao Lin published an interesting proof the Riemann Hypothesis, which was tested on the scientific channel Zeta[s]_RH https://t.me/joinchat/V82dY0AlVBwR-VSL -no errors were found and join the channel!
The scheme of this proof: we shift the argument in Zeta [s] so that the critical line coincides with the imaginary axis and on the basis of the new symmetry we obtain a simplified version of the xi-function (similar to the normal distribution). The following shows that the zero lines of its imaginary and real parts do not bifurcate on the complex plane (there are no bifurcations) and intersect each other only on the imaginary axis.

[Guest]

Xiao Lin published an interesting proof the Riemann Hypothesis, which was tested on the scientific channel Zeta[s]_RH https://t.me/joinchat/V82dY0AlVBwR-VSL -no errors were found and join the channel!
The scheme of this proof: we shift the argument in Zeta [s] so that the critical line coincides with the imaginary axis and on the basis of the new symmetry we obtain a simplified version of the xi-function (similar to the normal distribution). The following shows that the zero lines of its imaginary and real parts do not bifurcate on the complex plane (there are no bifurcations) and intersect each other only on the imaginary axis.

FYI: 'A Proof to the Riemann Hypothesis Using a Simplified Xi-Function' by Prof. X. Lin,

https://arxiv.org/abs/2108.02851.

Enjoy!

[Guest]

Important Update:

Yes! Cole, Montgomery, Lagarias, Odlyzko, Selberg, Erdős, Hardy, Hadamard, de la Vallee Poussin, Riemann, Gauss, Euler, Euclid, and other mathematicians proved the Riemann Hypothesis!

“Mathematicians stand on each other’s shoulders.” — Gauss.

[Guest]

Important Update:

Yes! Cole, Montgomery, Lagarias, Odlyzko, Selberg, Erdős, Hardy, Hadamard, de la Vallee Poussin, Riemann, Gauss, Euler, Euclid, and other mathematicians proved the Riemann Hypothesis!

“Mathematicians stand on each other’s shoulders.” — Gauss.

[Guest]

Important Update:

Yes! Cole, Montgomery, Lagarias, Odlyzko, Siegel, Selberg, Erdős, Hardy, Hadamard, de la Vallee Poussin, Riemann, Gauss, Euler, Euclid, and other mathematicians proved the Riemann Hypothesis!

“Mathematicians stand on each other’s shoulders.” — Gauss.

[Guest]

Important Update:

Yes! Cole, Montgomery, Lagarias, Odlyzko, Siegel, Edwards, Selberg, Erdős, Hardy, Hadamard, de la Vallee Poussin, Riemann, Gauss, Euler, Euclid, and other mathematicians proved the Riemann Hypothesis!

“Mathematicians stand on each other’s shoulders.” — Gauss.