Slide 1Walk the Walk: On Pseudorandomness, Expansion, and Connectivity Omer Reingold Weizmann Institute Based on join works with Michael Capalbo, Kai-Min Chung, Chi-Jen Lu,…

Slide 11/16/201410.6: Vectors in Geometry Expectation: L1.2.3: Use vectors to represent quantities that have magnitude and direction, interpret direction and magnitude of…

Slide 11 Approximability Results for Induced Matchings in Graphs David Manlove University of Glasgow Joint work with Billy Duckworth Michele Zito Macquarie University University…

Slide 1Putting the Tensor back in Tensor-Based Morphometry Ged Ridgway 1, Sebastien Ourselin 1, Brandon Whitcher 2, Derek Hill 1 and Nick Fox 3 1.Centre for Medical Image…

Slide 1Basic Logic Gates Discussion D5.1 Section 8.6.2 Sections 13-3, 13-4 Slide 2 Basic Logic Gates and Basic Digital Design NOT, AND, and OR Gates NAND and NOR Gates DeMorgans…

Slide 1Linear Filtering – Part II Selim Aksoy Department of Computer Engineering Bilkent University [email protected] Slide 2 CS 484, Fall 2012©2012, Selim Aksoy2…

Slide 1Lecture 2: Frictional unemployment I. The matching function Slide 2 Frictional unemployment We have seen foundations for « classical unemployment » Frictional unemployment…

Slide 1Tesselation Shaders Slide 2 Tesselation  dictionary definition of tesselate is the forming of a mosaic Slide 3 Tesselation  in computer graphics tesselation…

Slide 1CS 473Lecture 131 CS473-Algorithms I Lecture 13-A Graphs Slide 2 CS 473Lecture 132 Graphs A directed graph (or digraph) G is a pair (V, E), where V is a finite set,…

Slide 1Vector Calculus Mengxia Zhu Fall 2007 Slide 2 Objective Review vector arithmetic Distinguish points and vectors Relate geometric concepts to their algebraic representation…