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GNU Octave Beginner's Guide

You're reading from   GNU Octave Beginner's Guide Become a proficient Octave user by learning this high-level scientific numerical tool from the ground up

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Product type Paperback
Published in Jun 2011
Publisher Packt
ISBN-13 9781849513326
Length 280 pages
Edition 1st Edition
Languages
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Author (1):
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Jesper Schmidt Hansen Jesper Schmidt Hansen
Author Profile Icon Jesper Schmidt Hansen
Jesper Schmidt Hansen
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Table of Contents (15) Chapters Close

GNU Octave
Credits
About the Author
About the Reviewers
1. www.PacktPub.com
2. Preface
1. Introducing GNU Octave FREE CHAPTER 2. Interacting with Octave: Variables and Operators 3. Working with Octave: Functions and Plotting 4. Rationalizing: Octave Scripts 5. Extensions: Write Your Own Octave Functions 6. Making Your Own Package: A Poisson Equation Solver 7. More Examples: Data Analysis 8. Need for Speed: Optimization and Dynamically Linked Functions Pop quiz - Answers

Time for action - putting together mathematical functions


  1. 1. Let us try to calculate the range of the function:

(3.3)

octave:12> x = 0.5;
octave:13> f = exp(-5*sqrt(x))*sin(2*pi*x)
f = 3.5689e-018
  1. 2. In a more useful vector form:

octave:14> x = [0:0.1:1];
octave:15> f = exp(-5*sqrt(x)).*sin(2*pi*x)
f =
Columns 1 through 7:
0.00000 0.12093 0.10165 0.01650 0.02488 0.00000 -0.01222
Columns 8 through 11:
-0.01450 -0.01086 -0.00512 -0.00000

What just happened?

It should be clear what Commands 12 and 13 do. In Command 15, we must use the element-wise .* operator. Had we not done so, Octave would try to perform a matrix multiplication between the vectors given by exp(-5*sqrt(x)) and sin(2*pi*x), which is not defined, and not what we want either.

We could also have used the element-wise operator in Command 13 when x is a scalar; that is, Command 14 is a generalized version that works for both scalars and vector and matrix arrays.

Note

Whenever possible, always make generalized versions of...

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