'Exact solution' diaporamas de présentation

Overview and summary

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Recent Progress in the Design and Analysis of Admissible Heuristic Functions

Recent Progress in the Design and Analysis of Admissible Heuristic Functions. Richard E. Korf Computer Science Department University of California, Los Angeles. Thanks . Victoria Cortessis Ariel Felner Rob Holte Kaoru Mulvihill Nathan Sturtevant. Heuristics come from Abstractions.

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The Game Development Process

The Game Development Process Game Programming Outline Teams and Processes Debugging Select Languages Misc (as time allows) AI Multiplayer Introduction Used to be programmers created games But many great programmers not great game makers With budget shift, emphasis has shifted

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Molecular Orbitals several atoms

Molecular Orbitals several atoms. Any group of atoms: Molecules, Molecular ions, Fragments, Supermolecules. Describing molecular properties as a whole .

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OOMPA Lecture 17

OOMPA Lecture 17. Artificial intelligence and game playing Course evaluation & discussion C++ standard template library. Lab4. Design and implement a general game playing framework for deterministic two player zero-sum games Implement Min-Max-search Implement the games TicTacToe

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Introduction to Computational Fluid Dynamics Lecture 5: Discretization, Finite Volume Methods

Introduction to Computational Fluid Dynamics Lecture 5: Discretization, Finite Volume Methods. Transport Equations. Mass conservation The integral form of mass conservation equation is where ? is the density in domain ? , v the velocity of the fluid and n the unit normal to the boundary, S. .

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Eigenmode Expansion Methods for Simulation of Silicon Photonics - Pros and Cons

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Spectral methods for initial value problems and integral equations

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Reductions

Reductions. Some of these lecture slides are adapted from CLRS Chapter 31.5 and Kozen Chapter 30. Contents. Contents. "Linear-time reductions." Undirected and directed shortest path. Matrix inversion and multiplication. Integer division and multiplication. Sorting and convex hull.

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POLYELECTRONIC ATOMS PERIODICITY OF ELEMENTS (Part 2; Sec 9-13)

POLYELECTRONIC ATOMS PERIODICITY OF ELEMENTS (Part 2; Sec 9-13). Electronic Configurations Periodic Trends. POLYELECTRONIC ATOMS. We will extend the 1-electron results (energy eqn, quantum numbers, AO shapes, etc) to the polyelectronic atom (atoms with > 1 electron).

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A NOVEL TOPOGRAPHY BASED LIMITED AREA MODEL FOR MAURITIUS

A NOVEL TOPOGRAPHY BASED LIMITED AREA MODEL FOR MAURITIUS . Mr. R. Virasami Pr. S.D.D.V. Rughooputh Dr. B. Pathack. Research Objectives.

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Introduction to Numerical Methods I

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Matrix Factorization Methods Ahmet Oguz Akyuz

Matrix Factorization Methods Ahmet Oguz Akyuz Matrix Factorization Methods Principal component analysis Singular value decomposition Non-negative matrix factorization Independent component analysis Eigen decomposition Random projection Factor analysis Principal Component Anaylsis

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Algorithmic Problems Related to Sequences and Phylogenetic Trees

Algorithmic Problems Related to Sequences and Phylogenetic Trees. Bhaskar DasGupta Department of Computer Science University of Illinois at Chicago Chicago, IL 60607-7053 Email: dasgupta@cs.uic.edu. Outline Introduction Substructure Comparison Problems Sequences

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Linear Inverse Problems

Linear Inverse Problems. A MATLAB Tutorial Presented by Johnny Samuels. What do we want to do?. We want to develop a method to determine the best fit to a set of data: e.g. The Plan. Review pertinent linear algebra topics Forward/inverse problem for linear systems Discuss well-posedness

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The linear system

The linear system. The problem: solve Suppose A is invertible, then there exists a unique solution How to efficiently compute the solution numerically???. Review of direct methods. Gaussian elimination with pivoting Memory cost: O(n^2) Computational cost: O(n^3)

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Bifurcations & XPPAUT

Bifurcations & XPPAUT. Outline. Why to study the phase space? Bifurcations / AUTO Morris-Lecar. A Geometric Way of Thinking. Exact solution:. N. t. K/2. Logistic Differential Equation. K. K. y. x. Graphical/Topological Analysis. When do we understand a dynamical system?

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Exact solutions to nonlinear equations and systems of equations of general form in mathematical physics

Exact solutions to nonlinear equations and systems of equations of general form in mathematical physics. Andrei Polyanin 1 , Alexei Zhurov 1,2 1 Institute for Problems in Mechanics, Russian Academy of Sciences, Moscow 2 Cardiff University, Cardiff, Wales, UK.

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Image Denoising with K-SVD

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Penalty and Barrier Methods

General classical constrained minimization problem minimize f( x ) subject to g ( x ) ? 0 h ( x ) = 0 Penalty methods are motivated by the desire to use unconstrained optimization techniques to solve constrained problems. This is achieved by either

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