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  RE: https://mastodon.social/@rod2ik/117122044347154512 More than 67.3118% of the zeros of zeta are simple and lie on the critical line #Anthropic #RiemannHypthesis #ZetaFunction Certification: https://zeta.pukapasoft.xyz/ninepoint-simple-zeros-paper.html

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  @dailytechfeed@mastodon.social More than 67.311% of the zeros of zeta are simple and lie on the critical line #Anthropic Certification: https://zeta.pukapasoft.xyz/ninepoint-simple-zeros-paper.html

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  I am looking for endorsement to publish this paper at arXiv: Paper is extract from AI assisted research, rigorously checked to fit all publishing standards. https://zeta.pukapasoft.xyz/arxiv/zeta-paper.pdf details at zeta.pukapasoft.xyz Ondrej Dvorak requests your endorsement to submit an article to the math.NT section of arXiv. To tell us that you would (or would not) like to endorse this person, please visit the following URL: https://arxiv.org/auth/endorse?x=P7NVV3

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  Pushing the boundary to 67,3118% https://zeta.pukapasoft.xyz/ninepoint-simple-zeros-paper.html #Anthropic

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  Explore L-Functions from https://www.lmfdb.org/ with interactive animated explorer https://zeta.pukapasoft.xyz/viewer/zeta_advanced.html #lmfdb #l_functions PS: Optimized for faster animation, refresh browser please.

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  A Smoothing Identity, a Displacement Sum Rule, and Finite-Height Laws for the Value Register of the Riemann Zeta Function Ondřej Dvořák Independent researcher, Děčín, Czech Republic. on.dvorak@email.cz https://zeta.pukapasoft.xyz/arxiv/paper.html https://zeta.pukapasoft.xyz/arxiv/zeta-paper.pdf #RiemannZetaFunction #arXiv endorsement missing

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  What Anthropic did not notice yet, they have been improved upon by +0,0617% of their original announcement: https://www.anthropic.com/research/riemann-zeta 67,2501% --> 67,3118% 💪 #anthropic by 👇 https://zeta.pukapasoft.xyz/ninepoint-simple-zeros-paper.html

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  Zeta and custom L-functions from https://www.lmfdb.org/ interactive animated 3D structure explorer https://zeta.pukapasoft.xyz/viewer/zeta_advanced.html #RiemannZetaFunction #l_functions #Exploration

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  https://youtu.be/iR3rD0RMYR0

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  #AI