Andrei Buzin at the II Round Table of Mathematicians Wednesday, May 16, 2018 Andrei Buzin at the II Round Table of Mathematicians In May 2018, Andrei Buzin participated in the Mathematicians Roundtable II. You can listen and see for yourself™ how it went.
Andrei Buzin "The Evolution of Moscow's Electoral Anomalies" Wednesday, May 16, 2018 Andrei Buzin "The Evolution of Moscow's Electoral Anomalies" Andrey Buzin "Evolution of Moscow's electoral anomalies" Presentation at the II Round Table of Mathematicians. Presentation at the II Round Table of Mathematicians.
Roman Udot "Elections in Figures. Using Open Data to Detect Falsification" Tuesday, May 15, 2018 Roman Udot "Elections in Figures. Using Open Data to Detect Falsification" How to explain statistical methods to an eight-year-old child. An introduction to researchers and their methods.
World debut of Electoral.Graphics tools Monday, March 19, 2018 World debut of Electoral.Graphics tools Electoral.Graphics tools debut in front of the world's press at the Voice press conference on 03/19/2018
Two-Humped Moscow Sunday, March 18, 2018 Two-Humped Moscow Corroborating falsifications with histograms
Getting "Saratov 62%" with our own hands Saturday, March 17, 2018 Getting "Saratov 62%" with our own hands Utilizing Gabdulwaleev's Plotter to reveal drawn data.
Moscow of a healthy person and Moscow of a smoker Saturday, March 17, 2018 Moscow of a healthy person and Moscow of a smoker The falsifications that caused people to take to the streets of Moscow can be proved with math.
Andrei Buzin Megastatistics of Russian quasi-elections Friday, December 15, 2017 Andrei Buzin Megastatistics of Russian quasi-elections A.Y. Buzin's presentation at the I Round Table of Mathematicians. "Megastatistics of Russian quasi-elections". Andrey Buzin proposed an extension of the Sobyanin-Sukhovolsky method.
Roman Udot. Presentation of participants and their works Thursday, December 14, 2017 Roman Udot. Presentation of participants and their works Roman Udot. Presentation of the participants and their papersPresentation at the I Round Table of Mathematicians