Functional analysts | Mathematical analysts | Complex analysts
Frank John Forelli, Jr. (8 April 1932, San Diego – 5 September 1994, Madison, Wisconsin) was an American mathematician, specializing in the functional analysis of holomorphic functions. Forelli received his bachelor's degree from the University of California, Berkeley and then, after 3 years as an officer in the U. S. Navy, returned to Berkeley. He received there in 1961 his Ph.D. under Henry Helson with thesis Marcel Riesz's theorem on conjugate functions. In 1961 Forelli joined the faculty of the University of Wisconsin–Madison, where he remained for the remainder of his life. The main focus of his research was in the properties of holomorphic functions. In particular, he used Hilbert space methods applied to the boundary values of such functions. His contributions to the field were recognized early in his career by an invitation to give an invited lecture at the International Congress of Mathematicians in Nice in 1970. Upon his death, he was survived by his wife and two daughters. (Wikipedia).
Chicho frumboli & Juana Sepulveda ¨milonga para una armonica ¨
Milonga Gricel marzo 2017
From playlist Tango
Mariano Chicho Frumboli & Juana Sepulveda - Flor de Monserrat, Rodolfo Biagi Dubai TFl 2014
https://www.youtube.com/channel/UC19JJiR46Il0dq60hedbu9A/?sub_confirmation=1 #Tango Mariano Chicho Frumboli & Juana Sepulveda Flor de Monserrat - Rodolfo Biagi Dubai Tango festival 2014 Images A. Alejandro Rumolino - Filmmaker
From playlist Tango
Martino Bardi: "Convergence of some Mean Field Games to aggregation and flocking models"
High Dimensional Hamilton-Jacobi PDEs 2020 Workshop III: Mean Field Games and Applications "Convergence of some Mean Field Games to aggregation and flocking models" Martino Bardi - Università di Padova Abstract: We consider some Mean Field Games with large discount factor in the cost fun
From playlist High Dimensional Hamilton-Jacobi PDEs 2020
They Tango #14 Mariano Chicho Frumboli & Juana Sepulveda
Basel Tango Festival 2013 - First dance - Images - Post-Production DJ-VJ Pierre_M
From playlist Tango
Xavier Cabré - 23 September 2016
Cabré, Xavier "The saddle-shaped solution to the Allen-Cahn equation and a conjecture of De Giorgi"
From playlist A Mathematical Tribute to Ennio De Giorgi
Francesco de Vecchi: Stochastic quantization of exponential quantum field theory
The lecture was held within the of the Hausdorff Junior Trimester Program: Randomness, PDEs and Nonlinear Fluctuations. Abstract: We give a review of the results on the elliptic and parabolic Euclidean stochastic quantization of the two-dimensional scalar field with exponential interactio
From playlist HIM Lectures: Junior Trimester Program "Randomness, PDEs and Nonlinear Fluctuations"
Présentation de l'exposition "Emile Borel : un mathématicien au pluriel"
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From playlist Bibliothèque
#14 - Main Theme - Michael Giacchino | Star Trek Into Darkness
Star Trek Main Theme* composed by Michael Giacchino * Contains theme from Star Trek TV series, written by Alexander Courage & Gene Rodenberry
From playlist Brilliant Music
Domenico Cimarosa - Coro dei Guerrieri - Si deponga o compagni
Domenico Cimarosa Coro dei Guerrieri: Si deponga o compagni Alessia De Amicis, Maria Rosaria De Rossi Simone, soprani Ponziani, tenore Alio Tempore Ensemble Francesco Quattrocchi
From playlist Brilliant Music
[BOURBAKI 2018] 23/06/2018 - 3/4 - Alessio FIGALLI
Alessio FIGALLI On the Monge–Ampère equation The Monge–Ampère equation is a nonlinear PDE arising in several problems in the areas of analysis and geometry, such as the prescribed Gaussian curvature equation, affine geometry, optimal transportation, etc. In this talk I will first give a g
From playlist BOURBAKI - 2018
Help us caption & translate this video! http://amara.org/v/FGii/
From playlist MWRC 2009
How to build inclusive data representations with Frank Elavsky | Jupyter Accessibility Workshops 1
The first Jupyter accessibility workshop on January 15, 2022 featuring Frank Elavsky. Find more resources from this event, like the notes and slides, here: https://github.com/Quansight-Labs/jupyter-accessibility-workshops/tree/main/events/2022-january-15 This event was a part of the Jupyt
From playlist Jupyter Accessibility Community Workshops
Australia's Number One Communist (Global Documentary) | Real Stories
Author Frank Hardy was the most outspoken and well known Communist in Australia. He was a writer, gambler, larrikin and for 45 years a target for ASIO. His story is that of the left itself as he struggled with faith misplaced in the communist party. His explosive articles in The Times of L
From playlist Global Documentaries
The Murdered Millionaire | Real Stories True Crime Documentary
New Jersey millionaire Frank Black flew to West Palm Beach, Florida to close a major business deal but never returned home. When the FBI was called in, agents learned of a mystery woman, Lisa Costello posing as Mia Giordano, whom Black met while on his trip. Eventually they untangled a web
From playlist True Crime Stories
DeepSec 2009: Cloud Services - still too cloudy for take off
Thanks to the DeepSec organisation for making these videos available and let me share the videos on YouTube. Speaker: Kurt Kammerer Kurt Kammerer explains the nature of Cloud services and the approach of businesses to it. This talk is a general talk and no in-depth technical analysis. F
From playlist DeepSec 2009
Despite being anointed by the Pope as a child, Charlemagne was seen as the unlikeliest ruler. Before he died, though, he was the emperor of Western Europe. Trace the man back to his roots with this eye-opening video. This video is episode two from the series Charlemagne: Father of Europe,
From playlist European History
Geometry - Ch. 2: Reasoning and Proofs (20 of 46) Who is lying? Deductive Reasoning Ex. 7
Visit http://ilectureonline.com for more math and science lectures! In this video I will deductive reasoning to determine who is telling the true given the follow rules: 1) Frank says that Tony lied; 2) Tony says that Jimmy lied; 3) Jimmy says that both Frank and Tony lied; 4) If Frank is
From playlist GEOMETRY CH 2 PROOFS & REASONING
Horacio Godoy & Cecilia Berra - Milonga Sentimental
From playlist Tango