'Approximate solution' presentation slideshows

A TASTE OF CHAOS

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Numerical Methods in Computational Fluid Dynamics (CFD)

1.22k views • 40 slides

Generalizing Plans to New Environments in Multiagent Relational MDPs

Generalizing Plans to New Environments in Multiagent Relational MDPs. Carlos Guestrin Daphne Koller Stanford University. Multiagent Coordination Examples. Search and rescue Factory management Supply chain Firefighting Network routing Air traffic control. Multiple, simultaneous decisions

505 views • 39 slides

Emergent Task Allocation for Mobile Robots

Emergent Task Allocation for Mobile Robots Nuzhet Atay Doctoral Student Seminar Advisor : Burchan Bayazit Motivation Given an unknown environment and a swarm of mobile robots Achieve some goals under a set of constraints Explore the environment Regions of interest Dynamic Unpredictable

734 views • 36 slides

Solving Generalized Semi-Markov Decision Processes using Continuous Phase-Type Distributions

Solving Generalized Semi-Markov Decision Processes using Continuous Phase-Type Distributions. Introduction. Asynchronous processes are abundant in the real world Telephone system, computer network, etc.

588 views • 34 slides

Towards a Fast Heuristic for MINLP

Towards a Fast Heuristic for MINLP. John W. Chinneck, M. Shafique Systems and Computer Engineering Carleton University, Ottawa, Canada. Introduction. Goal: Find a good quality integer-feasible MINLP solution quickly . Trade off accuracy for speed No guarantee of finding optimum

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Calculus of Variations

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IDR( ) as a projection method

IDR( ) as a projection method. Marijn Bartel Schreuders Supervisor: Dr. Ir. M.B. Van Gijzen Date: Monday, 24 February 2014. Overview of this presentation . Iterative methods Projection methods Krylov subspace methods Eigenvalue problems Linear systems of equations The IDR( ) method

463 views • 29 slides

6.2 Isotope shift

6.2 Isotope shift.

1.08k views • 26 slides

Prof. David R. Jackson Dept. of ECE

ECE 5317-6351 Microwave Engineering. Fall 2011. Prof. David R. Jackson Dept. of ECE. Notes 9. Waveguides Part 6: Coaxial Cable. Coaxial Line: TEM Mode. y. T o find the TEM mode fields We need to solve. b. a. z. x. Zero volt potential reference location ( ? 0 = b ). .

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Image Denoising with K-SVD

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Image Denoising with K-SVD

948 views • 17 slides

Backtracking

Backtracking. Reading Material: Chapter 13, Sections 1, 2, 4, and 5. Coping with Hard Problems. There are three useful methodologies that could be used to cope with problems having no efficient algorithm to solve:

312 views • 15 slides

The Design and Analysis of Algorithms

The Design and Analysis of Algorithms. by Anany Levitin Lecture notes prepared by Lydia Sinapova, Simpson College. CHAPTER 1: INTRODUCTION. What is an Algorithm Steps in Designing and Implementing an Algorithm Important Problem Types Fundamental Data Structures. ALGORITHM.

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7.1 Graphing Systems of Equations

7.1 Graphing Systems of Equations. Objectives: Graph systems of equations. Solve a system of equations by inspecting a graph . Standards Addressed: 2.8.8.H: Graph a linear function from a rule or tables. 2.8.8.G: Represent relationships with graphs in the coordinate plane.

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Monte Carlo Simulation

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Magnetic model systems

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Numerical implementation: splitting scheme

Numerical implementation: splitting scheme. We discretize the linear evolution operator,. Uniform mesh: . is a three . element vector. FFT. Approximate solution of the evolution governed by A. Numerical implementation: splitting scheme. We discretize the linear evolution operator,.

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Emergent Task Allocation for Mobile Robots

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Iterative Relaxation of Constraints (IRC)

Comparison of OBPRM-like generation methods for flexible ligands Distance to Binding Configuration goal User attaches haptic device to ligand, and moves it around user feels the forces on ligand ligand is rigid

360 views • 1 slides