'Iterative solution' presentation slideshows

Introduction to Algorithms and Data Structures

Introduction to Algorithms and Data Structures . A.E. Csallner Department of Applied Informatics University of Szeged Hungary. Algorithms. Algorithm: Finite sequence of finite steps Provides the solution to a given problem Properties: Finiteness Definiteness Executability.

2.07k views • 190 slides

CSC 211 Data Structures Lecture 17

CSC 211 Data Structures Lecture 17. Dr. Iftikhar Azim Niaz ianiaz@comsats.edu.pk. 1. Last Lecture Summary. Comparison of Sorting methods Bubble, Selection and Insertion Recursion Concept Example Implementation Code. 2. Objectives Overview. Recursion Examples Implementation

1.37k views • 106 slides

Recursion

Recursion. Chapter 5. Chapter Objectives. To understand how to think recursively To learn how to trace a recursive method To learn how to write recursive algorithms and methods for searching arrays To learn about recursive data structures and recursive methods for a LinkedList class

908 views • 76 slides

SS 2007

SS 2007. Geometrie in der Technik. H. Pottmann TU Wien. Overview. Registration algorithms Registration with known correspondences in 2D and 3D Registration with unknown correspondences. Registration problems.

733 views • 56 slides

Recursion: The Mirrors

771 views • 55 slides

Chapter 17 Recursion

Chapter 17 Recursion. Chapter Scope. The concept of recursion Recursive methods Infinite recursion When to use (and not use) recursion Using recursion to solve problems Solving a maze Towers of Hanoi. Recursion.

602 views • 41 slides

Varado N., Ross P.J., Braud I., Haverkamp R., Kao C.

443 views • 33 slides

Motion and Manipulation

Motion and Manipulation. Inverse Kinematics. Homogeneous Transformations. Recall that the general form is where R is a 3 x 3 rotation matrix and t is a translation vector of length 3.

470 views • 32 slides

400 views • 29 slides

Stack Frames and Functions

444 views • 28 slides

CSI 1102

CSI 1102. Abdulmotaleb El Saddik University of Ottawa School of Information Technology and Engineering ( SITE ) Multimedia Communications Research Laboratory ( MCRLab ) Distributed Collaborative Virtual Environments ( DISCOVER ) abed @ mcrlab.uottawa.ca http://www.mcrlab.uottawa.ca/.

427 views • 26 slides

Recursion Recursion Recursion Recursion Recursion Recursion Recursion Recursion Recursion

Recursion Recursion Recursion Recursion Recursion Recursion Recursion Recursion Recursion. Just be thankful you're not getting all the government you're paying for. Will Rogers (1879-1935). Recursion. recursion in Mathematics factorial Fibonacci numbers

721 views • 24 slides

Improving Performance of The Interior Point Method by Preconditioning

Improving Performance of The Interior Point Method by Preconditioning. Final Report Project by: Ken Ryals For: AMSC 663-664 Fall 2007-Spring 2008 6 May 2008. Outline. Problem Approach Results Recommendations. Problem Approach Results Recommendations. Problem Statement.

326 views • 23 slides

Grammar vs Recursive Descent Parser

Grammar vs Recursive Descent Parser. def expr = { term; termList } def termList = if (token==PLUS) { skip(PLUS); term; termList } else if (token==MINUS) skip(MINUS); term; termList } def term = { factor; factorList } ...

590 views • 22 slides

Loop Transformations Chapter 14

Loop Transformations Chapter 14. Mooly Sagiv. Outline. Induction-Variable Optimizations Strength Reduction Live Variable Analysis Optimizing array bound checking. Induction Variable Optimizations.

315 views • 18 slides

Laser Guide Star Fourier Tomography on Extremely Large Telescopes

334 views • 18 slides

Global optimization

Global optimization. Honors Compilers April 16 th 2002. Data flow analysis. To generate better code, need to examine definitions and uses of variables beyond basic blocks. With use-definition information, various optimizing transformations can be performed: Common subexpression elimination

279 views • 16 slides

Density Functional Theory

385 views • 13 slides

Automatic tilt series alignment

Automatic tilt series alignment. C.O.S. Sorzano, C. Messaoudi, M. Eibauer, R. Hegerl, R. Marabini, S. Nickell, S. Marco, J.M. Carazo. Biocomputing Unit, National Center of Biotechnology (CSIC), Spain Max-Planck Institute for Biophysics, Germany Institute Curie, France. Problem statement.

233 views • 13 slides

Difference Equations

211 views • 10 slides