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Alexey Kupriyanov. II Round Table of Mathematicians. 2018

Aleksei Kouprianov
/ Categories: Articles by geography, Russia, Altai Krai, Arkhangelsk Oblast, Vladimir Oblast, Ivanovo Oblast, Kabardino-Balkarian Rep., Karelia (Republic of), Kemerovo Oblast, Kostroma Oblast, Krasnodar Krai, Magadan Oblast, Sakhalin Oblast, Sverdlovsk Oblast, Tatarstan (Republic of), Khakassia (Republic of), Chechen (Republic of), Yamalo-Nenets Auto. Okrug, Yaroslavl Oblast, Unimodality, Dependence of results on the turnout, Retrospective Analysis, Geographical Anomalies, Lectures and presentations, II Round Table, Slides and presentations, Videos

Alexey Kupriyanov. II Round Table of Mathematicians. 2018

Closed discussions of the Roundtable.

Alexei Kupriyanov.II Roundtable of Mathematicians. 2018

Closed discussions of the Round Table.

Alexei Kupriyanov.

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The electoral data of all the elections from this article has been uploaded into the Lab . Now, you can see the elections with your own eyes™.
Electoral data of all the elections in this article is available in the Navigator for Elections and Datasets for download and independent analysis.
Previous Article Alexei Kupriyanov: "Patterns of electoral behaviour in Russia are very complicated (probably), but they may as well be not"
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Tags: VideoRF President 2018
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Elections in the article

Russia, President 2018

Details
Official name:

Election of the President of the Russian Federation

Winner/Leader:

Putin Vladimir Vladimirovich

Wikipedia entry:

Presidential elections in Russia (2018)

For you, researchers:

The data has been uploaded into the Lab .
You can see the elections with your own eyes™.

Data report

Original data source:The CEC of the RF
URL of the source:www.vybory.izbirkom.ru/region/izbirkom?action=show&global=1&vrn=100100084849062®ion=0&prver=0&pronetvd=null
Data validation fileRussia_President_2018.pdf
in the Lab
Electoral Dossier

In the dossier

  • Alexei Kupriyanov: "Patterns of electoral behaviour in Russia are very complicated (probably), but they may as well be not"
  • Assignment: find the top three most criminal elections of EDG 2019
  • Alexey Kupriyanov. II Round Table of Mathematicians. 2018
  • Alexander Shen. II Roundtable of Mathematicians. 2018
  • Alexander Shen "What mathematical statistics can't say"

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The peer-reviewed paper again raises the question about the incorrectness of the statistical analysis. But it is based on a misunderstanding: the authors rightly point out and confirm with numerous examples that the histograms of elections may well be very different from the «Gaussian» even in the absence of falsifications. Probably, they have not seen the works mentioned above and...
Review of the ROIPP report "Mathematical Tools for Delegitimizing Elections" Review of the ROIPP report "Mathematical Tools for Delegitimizing Elections"

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Yes, something must be done with our society, which «still has some flaws». It is very gullible and therefore prefers Shpilkin to Borisov. But it is necessary to implement a number of measures to remove distrust in the procedures for establishing the results of voting». It is possible, for example, to establish not only a captcha for obtaining these results, but to declare...
Mathematical tools for delegitimizing elections. Report Mathematical tools for delegitimizing elections. Report

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3 сентября 2020 года на сайте Российского общественного института избирательного права (РОИИП) был опубликован доклад "Математические инструменты делегитимации выборов". In it, the authors criticized one of the methods of analysis: unimodality. They concluded that "with existing methods of mathematical analysis it is impossible to describe and make an...
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Journalists "Важных историй" Alesya Marokhovskaya and Alexei Smagin made a curious "explainer" in their article. Recommended."Analysts believe that the last vote on amendments to the Constitution was a record-breaking vote on the scale of falsifications. They cite many complex graphs to prove it. «Important Stories» made a simple visual...
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Not really, the slight bend of the Moscow tail downwards shows that Moscow was rather topping up than overshooting - and you can only hit the point (100%, 100%) by overshooting.

UPD: Mistake in the legend. Where it says "norm votes", it should read simply "votes" - including anomalous

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