Aleksei Nikolaevich Parshin (Russian: Алексей Николаевич Паршин; 7 November 1942 – 18 June 2022) was a Russian mathematician, specializing in arithmetic geometry. He is most well-known for his role in the proof of the Mordell conjecture. (Wikipedia).
Alexander Polyakov - Out of equilibrium
Alexander Polyakov (Princeton Univ.) Out of equilibrium
From playlist Conférence à la mémoire de Vadim Knizhnik
History Lists: Who Is Vladimir Putin? | History
Get the facts about Russian President Vladimir Putin and his rise to power. Newsletter: https://www.history.com/newsletter Website - http://www.history.com /posts Facebook - https://www.facebook.com/History Twitter - https://twitter.com/history HISTORY Topical Video Season 1 Episode 1 W
From playlist Examine the Past | History
Gagarin the first man in space died in a plane crash. See here footage from his funeral in 1968. No title. Funeral of Russian spaceman / cosmonaut Yuri Gagarin, Moscow (USSR, Soviet Union). L/S crowds queuing up outside Central House of the Soviet Army to file past urns of ashes of Yu
From playlist FUNERALS OF THE 20TH CENTURY
Ambassador Yuriy Sergeyev: The Current State of Ukraine’s Government
Yuriy Sergeyev is a former Ukrainian diplomat and politician, who has served as Permanent Representative of Ukraine to the United Nations. He is here at Yale as a visiting fellow in the Council on European Studies at the MacMillan Center. Episode April 20, 2016
From playlist The MacMillan Report
Galois, Grothendieck and Voevodsky - George Shabat
Vladimir Voevodsky Memorial Conference Topic: Galois, Grothendieck and Voevodsky Speaker: George Shabat Affiliation: Russian State University for the Humanities Date: September 12, 2018 For more video please visit http://video.ias.edu
From playlist Vladimir Voevodsky Memorial Conference
Interview at Cirm: Olga Paris-Romaskevich
Interview at Cirm: Olga Paris-Romaskevich is a mathematician specializing in dynamic systems. She is interested in mathematical billiards and integrable systems - mathematical systems that come from physics. She is also very interested in popularizing fundamental research to the general pu
From playlist English interviews - Interviews en anglais
A meeting of Kosygin and Charles de Gaulle, President of the french Republic in 1966. Paris, France. GV. Arc de Triomphe, Paris. LV. Soviet Prime Minister Alexei Kosygin laying wreath on the Tomb of the Unknown Soldier. GV. Kosygin and party standing to attention, & SV. SV. Interior,
From playlist RUSSIAN LEADERS
Linux Sysadmin Basics -- LXC 4: Container Configuration
Another video inspired by Stephan Graber's incredible write-up here: https://www.stgraber.org/2013/12/20/lxc-1-0-blog-post-series/ (Stephane is one of the lead developers working on LXC). In this video, we'll look at how to configure our LXC containers, and set up some basics: -configuri
From playlist LXC -- Linux Containers
Russia's Finest General - Aleksei Brusilov I WHO DID WHAT IN WW1?
Aleksei Brusilov was the mastermind of Russia's finest moment in World War 1: The Brusilov Offensive. Although it didn't achieve it's planned objective, it broke the back of the Austro-Hungarian Army. The life of Aleksei Brusilov was an interesting one between the cultures and even after I
From playlist Who Did What In WW1?
Christophe Soulé - 2/4 On the Arakelov theory of arithmetic
Let X be a semi-stable arithmetic surface of genus at least two and $\omega$ the relative dualizing sheaf of X, equipped with the Arakelov metric. Parshin and Moret-Bailly have conjectured an upper bound for the arithmetic self-intersection of $\omega$. They proved that a weak form of th
From playlist Christophe Soulé - On the Arakelov theory of arithmetic surfaces
Christophe Soulé - 1/4 On the Arakelov theory of arithmetic
Let X be a semi-stable arithmetic surface of genus at least two and $\omega$ the relative dualizing sheaf of X, equipped with the Arakelov metric. Parshin and Moret-Bailly have conjectured an upper bound for the arithmetic self-intersection of $\omega$. They proved that a weak form of th
From playlist Christophe Soulé - On the Arakelov theory of arithmetic surfaces
Christophe Soulé - 3/4 On the Arakelov theory of arithmetic
Let X be a semi-stable arithmetic surface of genus at least two and $\omega$ the relative dualizing sheaf of X, equipped with the Arakelov metric. Parshin and Moret-Bailly have conjectured an upper bound for the arithmetic self-intersection of $\omega$. They proved that a weak form of th
From playlist Christophe Soulé - On the Arakelov theory of arithmetic surfaces
Christophe Soulé - 4/4 On the Arakelov theory of arithmetic
Let X be a semi-stable arithmetic surface of genus at least two and $\omega$ the relative dualizing sheaf of X, equipped with the Arakelov metric. Parshin and Moret-Bailly have conjectured an upper bound for the arithmetic self-intersection of $\omega$. They proved that a weak form of th
From playlist Christophe Soulé - On the Arakelov theory of arithmetic surfaces
Interview at Cirm: Konstantin Khanin
Chaire Jean-Morlet - First Semester 2017: 'KPZ Universality and Directed Polymers' Konstantin "Kostya" Mikhailovich Khanin is a Russian mathematician and physicist. Khanin received his PhD from the Landau Institute of Theoretical Physics in Moscow and continued working there as a research
From playlist Jean-Morlet Chair - Khanin/Shlosman - 1st Semester 2017
Electrical Engineering: Ch 12 AC Power (52 of 58) Power Factor Correction: Example Part 3
Visit http://ilectureonline.com for more math and science lectures! In this video I will calculate the changes of the phase angle, phi, by substituting the capacitor required of 2, 4, 6,8, and 20 ohms. (Part 3) To donate: http://www.ilectureonline.com/donate https://www.patreon.com/user?
From playlist ELECTRICAL ENGINEERING 12 AC POWER
History vs. Vladimir Lenin - Alex Gendler
View full lesson: http://ed.ted.com/lessons/history-vs-vladimir-lenin-alex-gendler Vladimir Lenin overthrew Russian Czar Nicholas II and founded the Soviet Union, forever changing the course of Russian politics. But was he a hero who toppled an oppressive tyranny or a villain who replaced
From playlist History vs.
Chekhov and the Moscow Art Theater: Crash Course Theater #34
Get ready for Russian modernism. Mike is teaching you about the playwrighting of Catherine the Great, Anton Chekhov's plays, the Moscow Art Theater, and the acting theories of Stanislavski. It's all very real, and very modern. From a Realism and Modernism perspective. Crash Course is on
From playlist Back to School - Expanded
Physics 37.1 Gauss's Law Understood (22 of 29) Infinite Sheet of Charge
Visit http://ilectureonline.com for more math and science lectures! In this video I will find the electric field E=? a distance from an infinite sheet of charge where the area charge density is given. Next video in this series can be seen at: https://youtu.be/ZKlK-AMOtAU
From playlist PHYSICS 37.1 GAUSS'S LAW EXPLAINED
Assessing the human rights situation in Russia through the cases of persecuted academics
Panel co-organized by the Azat Miftakhov Committee and Memorial Human Rights Center with the participation of mathematicians and human rights organizations.
From playlist Azat Miftakhov Days Against the War
Astronomy - Ch. 10: Mercury (10 of 42) What Determines if a Planet will have an Atmosphere?
Visit http://ilectureonline.com for more math and science lectures! In this video I will explain the three (2 main) factors determining if a planet has an atmosphere. The 2 main factors are 1) temperature (affects the speed of the molecules in the atmosphere.), 2) gravity (affects the “pu
From playlist ASTRONOMY 10 MERCURY