'Row vector' diaporamas de présentation

A L L A H

A L L A H. The Matlab Command window - Finding your way around. Workspace & Directory. Command-Window. Command- History. The Working Directory.

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Lecture 40: Review of Controls

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Digital Image Processing Matlab Basics

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Matrix Representation

Matrix Representation.

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Today

Today. Arrays One-dimensional Multi-dimensional (nested) Multi-level Structures. Basic Data Types. Integral Stored & operated on in general (integer) registers Signed vs. unsigned depends on instructions used Intel ASM Bytes C byte b 1 [ unsigned ] char

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Arrays Common Opeartions

Arrays Common Opeartions . Slicing Diminution Augmentation. 1. Accessing more than one element of an array. ARRAY SLICING. 2. Array Slicing. In general, a slice is a "smaller piece" of something. The range operator is frequently used when getting a slice.

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Matlab ??????? ??? : ????? -II http://human-robot.sysu.edu.cn/course. ???. http://sysu.edu.cn/~isswgl. ?????????. ????. ?????. ????? ????? (II). ?????. Matlab ?????? - ?? : ??????? ( ?? / ?? / ?? ) - ?? : ???? / ???? / ???? ??????? - ?????????? - ?????????? ????? (I)

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Affine Transformations

Affine Transformations. Logistics. Required reading: Watt, Section 1.1. Further reading: Foley, et al, Chapter 5.1-5.5. David F. Rogers and J. Alan Adams, Mathematical Elements for Computer Graphics , 2 nd Ed., McGraw-Hill, New York, 1990, Chapter 2. Logistics: HW #1 handed out Monday

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Matlab

Matlab. Programming, part 2. Multidimensional Arrays. Arrays with more than two subscripts >> p = perms(1:4); >>A = magic(4); >>M = zeros(4,4,24); >> for k = 1:24 M(:,:,k ) = A(:,p(k ,:)); end. reshape. reshape : used to change the shape of matrices >> x =[1 2 3 4 5 6 7 8] x =

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Introduction to Matlab

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Matlab

Matlab. Programming, part 3. MATLAB is a vectorized high level language Requires change in programming style (if one already knows a non- vectorized programming language such as Fortran, C, Pascal, Basic, etc.)

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Suggested readings

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CE 311 K - Introduction to Computer Methods Daene C. McKinney

Matrices. CE 311 K - Introduction to Computer Methods Daene C. McKinney. Introduction. Matrices Matrix Arithmetic Addition Multiplication Diagonal Matrices Identity matrix Matrix Inverse. Matrix. Matrix - a rectangular array of numbers arranged into m rows and n columns:. Rows,

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11. Markov Chains (MCs) 2

11. Markov Chains (MCs) 2. Courtesy of J. Bard, L. Page, and J. Heyl. 11.2.1 n-step transition probabilities (review). Transition prob. matrix. n-step transition prob. from state i to j is n-step transition matrix (for all states) is then For instance, two step transition matrix is.

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REVIEWSsssss

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DUALITY

DUALITY. IENG511 Optimization Theory Assis.Pro.Dr.Sahand Daneshvar Ramin Soufi Spring 2013-14. DUALITY. Associated with each linear programming problem there is another linear programming problem called the dual.

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Predicting Post-Operative P atient Gait

Predicting Post-Operative P atient Gait . Jongmin Kim Movement Research Lab. Seoul National University. Problem statement. Predicting post-operative gait Possible approaches - Experience - Learning and prediction. Motion Data. Number of training data DHL+RFT+TAL : 35 data

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Basic tools in Matlab

Basic tools in Matlab. A review of some of the basic tools for controls calculations . Matlab variable entry. Set variables a=3 b=[3,4,7] row vector c=[3; 4; 7] column vector d=[1,2;3,4] matrix Show variables who whos Clear variables clear clear x Set iterated list

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