Alexander Shen / Wednesday, May 16, 2018 / Categories: Russia, Moscow (city of), Saratov Oblast, Tatarstan (Republic of), Sevastopol, Unimodality, Dependence of results on the turnout, Kiesling-Shpilkin method, Integer percentages, Investigations, Strings of Gabdulvaleev, Reverse Engineering, Retrospective Analysis, Dynamics of official turnout, Impact of Electronic Voting Machines, Geographical Anomalies, Fundamentals of statistics, Lectures and presentations, II Round Table, Slides and presentations, Videos Alexander Shen. II Roundtable of Mathematicians. 2018 Closed discussions of the Round Table Alexander Shen. II Roundtable of Mathematicians. 2018 Closed discussions of the Round Table. Open presentation Print 38174 Tags: VideoRF President 2012RF President 2018RF Duma 2016RF Duma 2011Sevastopol Referendum 2014 Данные для статьиpartLaboratory support for articlepartTheoretic depthObservation Related articles Alexander Shen "What mathematical statistics can't say" Two-Humped Moscow Moscow of a healthy person and Moscow of a smoker Alexey Kupriyanov. II Round Table of Mathematicians. 2018 Andrei Buzin "The Evolution of Moscow's Electoral Anomalies" Please login or register to post comments.
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Additions to our Lab: Special tools! Additions to our Lab: Special tools! EG / Tuesday, October 10, 2023 0 5123 We are launching a new section in our Lab: Special tools. Each tool in the lab can be made for an individual election or a group of elections. The first such instrument we place The integrated statistical data analyzer specifically made for the 2023 Unified Election Day. Read more
DIY Kiesling-Shpilkin diagram DIY Kiesling-Shpilkin diagram The presentation of a new interactive tool EG / Monday, September 25, 2023 0 18123 Good news for electoral observers, journalists and election investigators. You have a new and long-awaited tool - the interactive Kiesling-Shpilkin diagram. This detailed video lesson will help you understand how to work with this kit, what the advantages of an integrated approach are, how the tools help each other to detect an anomaly, or how the findings of one tool confirm the findings of another. In the lecture, we detected falsifications in the Moscow region. Read more
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