Joram Lindenstrauss (Hebrew: יורם לינדנשטראוס) (October 28, 1936 – April 29, 2012) was an Israeli mathematician working in functional analysis. He was a professor of mathematics at the Einstein Institute of Mathematics. (Wikipedia).
Aaron Sauers is a bridge between Fermilab and industry. As Fermilab's patent and licensing executive, he works with the lab's inventors to find ways that their innovations can help tackle problems and improve our everyday lives. By exploring areas of common interest between the lab and pri
From playlist Better know a researcher
9.2: Genetic Algorithm: How it works - The Nature of Code
In part 2 of this genetic algorithm series, I explain how the concepts behind Darwinian Natural Selection are applied to a computational evolutionary algorithm. 🎥 Previous video: https://youtu.be/9zfeTw-uFCw?list=RxTfc4JLYKs&list=PLRqwX-V7Uu6bJM3VgzjNV5YxVxUwzALHV 🎥 Next video: https://yo
From playlist Session 2 - Genetic Algorithms - Intelligence and Learning
Hunting - Dreyfuss Affair - Equipment Modifications I OUT OF THE TRENCHES
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From playlist All Videos from THE GREAT WAR - chronological order
Joint equidistribution of arithmetic...diagonalizable actions I - Elon Lindenstrauss
Elon Lindenstrauss Hebrew University of Jerusalem March 2, 2015 An important theme in homogenous dynamics is that two parameter diagonalizable actions have much more rigidity than one parameter actions. One manifestation of this rigidity is rigidity of joinings of such actions. Joinings a
From playlist Mathematics
Joint equidistribution of...rank diagonalizable actions II - Elon Lindenstrauss
Elon Lindenstrauss Hebrew University of Jerusalem March 4, 2015 An important theme in homogenous dynamics is that two parameter diagonalizable actions have much more rigidity than one parameter actions. One manifestation of this rigidity is rigidity of joinings of such actions. Joinings a
From playlist Mathematics
Elon Lindenstrauss - Spectral gap, random walks on Euclidean isometry groups...
Elon Lindenstrauss (Hebrew University, Jerusalem) Title : Spectral gap, random walks on Euclidean isometry groups, and self-similar measures. In contrast to the two dimensional case, in dimension $d \geq 3$ averaging operators on the $d-1$-sphere using finitely many rotations, i.e. avera
From playlist T1-2014 : Random walks and asymptopic geometry of groups.
On random walks in the group of Euclidean isometries - Elon Lindenstrauss
Elon Lindenstrauss Hebrew University of Jerusalem March 6, 2015 In contrast to the two dimensional case, in dimension d≥3d≥3 averaging operators on the d−1d−1-sphere using finitely many rotations, i.e. averaging operators of the form Af(x)=|S|−1∑θ∈Sf(sx)Af(x)=|S|−1∑θ∈Sf(sx) where SS is a
From playlist Mathematics
Gabriel Riviere: Semiclassical behaviour of quantum eigenstates - lecture 2
Given a quantum Hamiltonian, I will explain how the dynamical properties of the underlying classical Hamiltonian affect the behaviour of quantum eigenstates in the semiclassical limit. I will mostly focus on two opposite dynamical paradigms: completely integrable systems and chaotic ones.
From playlist Mathematical Physics
Way Out West In Old New York (1968)
Travelogue extolling the virtues of New York as a holiday destination. Various landmarks are seen - Statue of Liberty, Ellis Island, Manhattan skyline, JFK airport, Pan American aircraft lands and tourists disembark, Empire State Building, Pan Am building, Chrysler building, Radio City
From playlist Most Visited Cities
Savage Division - Displaced People - Sexual Relations I OUT OF THE TRENCHES
Chair of Wisdom time! » HOW CAN I SUPPORT YOUR CHANNEL? You can support us by sharing our videos with your friends and spreading the word about our work.You can also support us financially on Patreon: https://www.patreon.com/thegreatwar You can also buy our merchandise in our online shop
From playlist All Videos from THE GREAT WAR - chronological order
CERIAS Security: Fake Picassos, Tampered History, and Digital Forgery 1/6
Clip 1/6 Speaker: Ragib Hasan · University of Illinois at Urbana-Champaign As increasing amounts of valuable information are produced and persist digitally, the ability to determine the origin of data becomes important. In science, medicine, commerce, and government, data provenance trac
From playlist The CERIAS Security Seminars 2009