With the spread of the powerhouse MATLAB (R) software into nearly every area of math, science, and engineering, it is important to have a strong introduction to using the software. Updated for version 7.0, MATLAB (R) Primer, Seventh Edition offers such an introduction as well as a "pocketbook" reference for everyday users of the software. It offers an intuitive language for expressing problems and solutions both numerically and graphically.
The latest edition in this best-selling series, MATLAB (R) Primer, Seventh Edition incorporates a number of enhancements such as changes to the desktop, new features for developing M-files, the JIT accelerator, and an easier way of importing Java classes. In addition to the features new to version 7.0, this book includes:
A new section on M-Lint, the new debugger for M-files
A new chapter on calling Java from MATLAB and using Java objects inside the MATLAB workspace
A new chapter on calling Fortran from MATLAB
A new chapter on solving equations: symbolic and numeric polynomials, nonlinear equations, and differential equations
A new chapter on cell publishing, which replaces the "notebook" feature and allows the creation of Word, LaTeX, PowerPoint, and HTML documents with executable MATLAB commands and their outputs
Expanded Graphics coverage-including the 3D parametrically defined seashells on the front and back covers
Whether you are new to MATLAB, new to version 7.0, or simply in need of a hands-on, to-the-point reference, MATLAB (R) Primer provides the tools you need in a conveniently sized, economically priced pocketbook.
Auflage
Sprache
Verlagsort
Verlagsgruppe
Zielgruppe
Für höhere Schule und Studium
Students and professionals in mathematics, engineering, science, computer science, and statistics.
Editions-Typ
Maße
Höhe: 165 mm
Breite: 107 mm
Gewicht
ISBN-13
978-1-58488-523-8 (9781584885238)
Copyright in bibliographic data is held by Nielsen Book Services Limited or its licensors: all rights reserved.
Schweitzer Klassifikation
Autor*in
University of Florida, Gainesville, Florida, USA
Texas A&M, College Station, TX, USA
ACCESSING MATLAB
THE MATLAB DESKTOP
Help Window
Start Button
Command Window
Workspace Window
Command History Window
Array Editor Window
Current Directory Window
MATRICES AND MATRIX OPERATIONS
Referencing Individual Entries
Matrix Operators
Matrix Division (Slash and Backslash)
Entry-Wise Operators
Relational Operators
Complex Numbers
Strings
Other Data Types
SUBMATRICES AND COLON NOTATION
Generating Vectors
Accessing Submatrices
MATLAB FUNCTIONS
Constructing Matrices
Scalar Functions
Vector Functions and Data Analysis
Matrix Functions
The linsolve Function
The find Function
CONTROL FLOW STATEMENTS
The for Loop
The while Loop
The switch Statement
The try/catch Statement
Matrix Expressions (if and while)
Infinite Loops
M-FILES
M-File Editor/Debugger Window
Script Files
Function Files
Multiple Inputs and Outputs
Variable Arguments
Comments and Documentation
MATLAB's Path
ADVANCED M-FILE FEATURES
Function Handles and Anonymous Functions
Name Resolution
Error and Warning Messages
User Input
Performance Measures
Efficient Code
CALLING C FROM MATLAB
A Simple Example
C Versus MATLAB Arrays
A Matrix Computation in C
MATLAB mx and mex Routines
Online Help for MEX Routines
Larger Examples on the Web
CALLING FORTRAN FROM MATLAB
Solving a Transposed System
A Fortran mexFunction with %val
If You Cannot Use %val
CALLING JAVA FROM MATLAB
A Simple Example
Encryption/Decryption
MATLAB's Java Class Path
Calling Your Own Java Methods
Loading a URL as a Matrix
TWO-DIMENSIONAL GRAPHICS
Planar Plots
Multiple Figures
Graph of a Function
Parametrically Defined Curves
Titles, Labels, and Text in a Graph
Control of Axes and Scaling
Multiple Plots
Line Types, Marker Types, Colors
Subplots and Specialized Plots
Graphics Hard Copy
THREE-DIMENSIONAL GRAPHS
Curve Plots
Mesh and Surface Plots
Parametrically Defined Surfaces
Volume and Vector Visualization
Color Shading and Color Profile
Perspective of View
ADVANCED GRAPHICS
Handle Graphics
Graphical User Interface
Images
SPARSE MATRIX COMPUTATIONS
Storage Modes
Generating Sparse Matrices
Computation with Sparse Matrices
Ordering Methods
Visualizing Matrices
THE SYMBOLIC MATH TOOLBOX
Symbolic Variables
Calculus
Variable Precision Arithmetic
Numeric and Symbolic Substitution
Algebraic Simplification
Two-Dimensional Graphs
Three Dimensional Surface Graphs
Three-Dimensional Curves
Symbolic Matrix Operations
Symbolic Linear Algebraic Functions
Solving Algebraic Equations
Solving Differential Equations
Further Maple Access
POLYNOMIALS, INTERPOLATION, AND INTEGRATION
Representing Polynomials
Evaluating Polynomials
Polynomial Interpolation
Numeric Integration (Quadrature)
SOLVING EQUATIONS
Symbolic Equations
Linear Systems of Equations
Polynomial Roots
Nonlinear Equations
Ordinary Differential Equations
Other Differential Equations
DISPLAYING RESULTS
CELL PUBLISHING
CODE DEVELOPMENT TOOLS
M-Lint Code Check Report
TODO/FIXME Report
Help Report
Report
Dependency Report
File Comparison Report
Profile and Coverage Report
HELP TOPICS
General Purpose Commands
Operators and Special Characters
Programming Language Constructs
Elementary Matrices and Matrix Manipulation
Elementary Math Functions
Specialized Math Functions
Matrix Functions-Numerical Linear Algebra
Data Analysis, Fourier Transforms
Interpolation and Polynomials
Function Functions and ODEs
Sparse Matrices
Annotation and Plot Editing
Two-Dimensional Graphs
Three-Dimensional Graphs
Specialized Graphs
Handle Graphics
Graphical User Interface Tools
Character Strings
Image and Scientific Data
File Input/Output
Audio and Video Support
Time and Dates
Data Types and Structures
Version Control
Creating and Debugging Code
Help Commands
Microsoft Windows Functions
Examples and Demonstrations
Preferences
Symbolic Math Toolbox
ADDITIONAL RESOURCES
INDEX
