Electoral Graphics
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Wednesday, May 15, 2024

Laboratory

The place of your discoveries

Our Lab is the main part of the site. Its mission is to provide users with the tools and data they need to work independently.

Here you can see for yourself how honest or unlikely various elections were.

We recognise that not everyone has the time, knowledge or technical ability to conduct statistical research on elections.

Examples of use

Azat Gabdulvaleev "Analysis of election results in the city of Grozny using graphical visualization and turnout counting based on video recordings from polling stations"

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Azat Gabdulvaleev "Analysis of election results in the city of Grozny using graphical visualization and turnout counting based on video recordings from polling stations"

Presentation at the II Round Table of Mathematicians

Azat Gabdulvaleev "Analysis of election results in the city of Grozny using graphic visualization and turnout counting based on video recordings from polling stations

The subject of the study is the capital of the Chechen Republic - the city of Grozny. It should be said that Chechnya consistently shows superloyal results in elections at any level.

Documents to download

Azat Gabdulvaleev "Graphical visualization of open data as a simple way to detect anomalies in voting results"

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Azat Gabdulvaleev "Graphical visualization of open data as a simple way to detect anomalies in voting results"

Presentation at the II Round Table of Mathematicians

One such method is graphical visualization of open data. There is little or no math involved, but the charts can immediately identify some anomalies and indicate areas that need more detailed investigation.

So you can visualize open data in a graphical way.

Documents to download

Andrei Buzin "The Evolution of Moscow's Electoral Anomalies"

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Andrei Buzin "The Evolution of Moscow's Electoral Anomalies"

Presentation at the II Round Table of Mathematicians

Andrey Buzin "Evolution of Moscow's electoral anomalies"

Presentation at the II Round Table of Mathematicians.

Presentation at the II Round Table of Mathematicians.

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