'Invariant' diaporamas de présentation

The Spec# Programming System: An Overview

The Spec# Programming System: An Overview. Tutor: Bart Jacobs PhD student at K.U.Leuven, Belgium Spec# contributor. What is Spec#?. A programming language that extends C# with specification constructs A compiler that emits run-time checks for the specification constructs

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Future directions in computer science research

Future directions in computer science research. 23rd International Symposium on Algorithms and Computation John Hopcroft Cornell University. Time of change. The information age is a revolution that is changing all aspects of our lives.

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General mechanisms of Neocortical memory

General mechanisms of Neocortical memory. Jeff Hawkins Director Redwood Neuroscience Institute June 12, 2003 MIT. Outline. Top down analysis : nature of problem and solution representation time and prediction

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Almost Invariant Sets and Transport in the Solar System

Almost Invariant Sets and Transport in the Solar System. Michael Dellnitz Department of Mathematics University of Paderborn. Overview. invariant sets (mission design; zero finding). statistics (molecular dynamics; transport problems). GAIO. invariant manifolds. global attractors.

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Overview

Overview. Introduction to local features Harris interest points + SSD, ZNCC, SIFT Scale & affine invariant interest point detectors Evaluation and comparison of different detectors Region descriptors and their performance. Scale invariance - motivation.

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Computational analysis of advanced control methods applied to RWM control in tokamaks

Computational analysis of advanced control methods applied to RWM control in tokamaks. Oksana N. Katsuro-Hopkins Columbia University, New York, NY, USA w ith S.A. Sabbagh, J.M. Bialek. US-Japan Workshop on MHD Control, Magnetic Islands and Rotation

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Topological Insulators

Topological Insulators. ?????? ??? ??? ??? ?? ??? ??? ??? ??. Introduction Brief history of topological insulators Band theory Quantum Hall effect Superconducting proximity effect. Outline. Close relation between topological insulators and several kinds of Hall effects. introduction.

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Quiz highlights

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Revision:

Revision:. What are Lyapunov conditions for stability? What are Lyapunov conditions for GAS? How can we estimate DOA via a Lyapunov function?. Lecture 6. Linear systems Lyapunov matrix equation LaSalle invariance principle. Recommended reading. Khalil Chapter 3 (2 nd edition).

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Abstract Reasoning of Programs Part 2

Abstract Reasoning of Programs Part 2. Francis Tang March 21, 2003. References. [CLRS] Cormen, Leiserson, Rivest and Stein, Introduction to Algorithms 2 nd Ed , MIT Press, 2001.

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Quantum optical methods in classical optics: Optical realizations of quantum systems

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CS 201 Compiler Construction

CS 201 Compiler Construction. Code Optimizations: Partial Redundancy Elimination. Redundancy Elimination. The goal of redundancy elimination is to eliminate unnecessary reevaluations of the same computation. Global Common Sub-expression Elimination Loop Invariant Code Motion

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CS 201 Compiler Construction

CS 201 Compiler Construction. Lecture 7 Code Optimizations: Partial Redundancy Elimination. Redundancy Elimination. The goal of redundancy elimination is to eliminate unnecessary reevaluations of the same computation. Global Common Sub-expression Elimination Loop Invariant Code Motion

279 views • 18 slides

Property-Guided Shape Analysis

Property-Guided Shape Analysis S.Itzhaky, T.Reps, M.Sagiv, A.Thakur and T.Weiss Slides by Tomer Weiss Submitted to TACAS 2014. void reverse( List h ) { //Precondition: n*(h,null) ... //Postcondition: n*(q,null) }. Program Verification. Goals: Precondition is true.

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Lorentz Transformation and Lorentz Contraction

Lorentz Transformation and Lorentz Contraction. The analytical centerpiece. Hendrik Lorentz. Nobel Prize, 1902 1902 < 1905!. From Noble lecture 1902:.

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Lorentz Transformation and Lorentz Contraction

Lorentz Transformation and Lorentz Contraction. The analytical centerpiece. Hendrik Lorentz. Nobel Prize, 1902 1902 < 1905!. From Noble lecture 1902:.

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Optimal Path Planning on Matrix Lie Groups

Optimal Path Planning on Matrix Lie Groups. Mechanical Engineering and Applied Mechanics Sung K. Koh. U n i v e r s i t y o f P e n n s y l v a n i a. Motivation. Providing trajectories for airplanes near airports.

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Video Stabilization Processing

390 views • 8 slides