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MATLAB Handbook [Pehme köide]

  • Formaat: Paperback / softback, 436 pages, kõrgus x laius x paksus: 233x173x23 mm, kaal: 757 g
  • Ilmumisaeg: 22-Oct-1996
  • Kirjastus: Addison Wesley
  • ISBN-10: 0201877570
  • ISBN-13: 9780201877571
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  • Formaat: Paperback / softback, 436 pages, kõrgus x laius x paksus: 233x173x23 mm, kaal: 757 g
  • Ilmumisaeg: 22-Oct-1996
  • Kirjastus: Addison Wesley
  • ISBN-10: 0201877570
  • ISBN-13: 9780201877571
The inexpensive and emminently readable, user-friendly alternative to the documentation which accompanies the MATLAB software - a must-have reference for beginners and advanced users of MATLAB!
1 What is MATLAB?
1(17)
What can be done in MATLAB?
1(1)
Some MATLAB examples
2(16)
2 Getting started
18(28)
Starting and quitting in MATLAB
18(1)
Introduction to matrices in MATLAB
19(4)
Variables in MATLAB
23(3)
Arithmetic expressions and mathematical functions
26(8)
Couting Flops and time-keeping
34(2)
Output format
36(1)
Help commands and demonstrations
37(2)
Saving and loading
39(2)
Command files and function files
41(5)
3 Matrix Operations
46(17)
Addition and subtraction
46(1)
Multiplication
47(3)
Division
50(2)
Transposition and conjugation
52(1)
Elementwise arithmetic operations
52(2)
Elementwise functions
54(1)
Powers and functions of matrices
55(2)
Relational operators
57(1)
Logical operators
58(1)
Logical functions
59(4)
4 Creating New Matrices
63(15)
Building new matrices
63(8)
Generations of vectors and submatrices
71(4)
Special matrices in MATLAB
75(3)
5 Strings
78(12)
Assignment
78(2)
String commands
80(4)
Display and input
84(3)
Evaluation of strings
87(3)
6 Data Analysis and Statistics
90(13)
Maximum and minimum
90(1)
Sums, products and differences
90(3)
Statistics commands
93(3)
Sorting
96(1)
Histograms abd bar graphs
97(6)
7 Systems of Linear Equations
103(25)
Determinant, inverse, and rank
103(5)
Solving linear systems and LU factorizations
108(4)
Row echelon matrices
112(2)
Cholesky factorization
114(2)
QR factorization
116(4)
Norms and condition
120(4)
Overdetermined and underdetermined systems
124(4)
8 Eigenvalues and Eigenvectors
128(14)
Computation of Eigenvalues and eigenvectors
128(6)
Upper Hessenberg form, QR, and QZ factorizations
134(3)
Schur decomposition and singular value decomposition
137(5)
9 Sparse Matrices
142(18)
Why soarse matrices?
142(1)
To create and convert sparse matrices
143(3)
Sparse matrix operations
146(3)
Special cases of sparse matrices
149(4)
Linear systems with sparse matrices
153(7)
10 Analysis of Fuctions, Interpolation, and Curve fitting
160(20)
Polynomials in MATLAB
160(4)
Zeros of functions
164(3)
Minimum and maximum of a function
167(4)
Interpolation and curve fitting
171(6)
Signal analysis
177(3)
11 Integrals and Differential Equations
180(13)
Integration
180(4)
Ordinary differential equations
184(9)
12 Programming in MATLAB
193(28)
Condtional statements
193(2)
Loops
195(11)
More about M-files
206(8)
Functions as parameters to other functions
214(2)
Debugging
216(5)
13 Graphics and Sound
221(59)
Two-dimensional graphics
221(9)
Plots in other coordinate systems and in the complex plane
230(4)
Controlling the graphics
234(13)
Generating grids and drawing contour plots
247(8)
Three-dimensional graphics
255(16)
Color control
271(5)
Hard copy of the graphics window
276(2)
Sound
278(2)
14 Advanced Graphics
280(36)
Construction of a figure
280(4)
Graphical objects
284(24)
Callback functions
308(1)
Graphical user interface
309(4)
Movies
313(3)
15 MATLAB in Combination with Other Programs
316(27)
MATLAB and FORTRAN or C, an introduction
316(8)
MATLAB and C
322(6)
MATLAB and FORTRAN
328(5)
Binary and test files in MATLAB
333(6)
Cooperation with other programs
340(3)
A Appendix A: Step-by-Step Introduction 343(18)
Starting and quitting MATLAB 343(1)
Basic assignments and calculations 344(3)
Simple graphics 347(3)
Linear systems and eigenvalues 350(1)
Curve fitting and polynomials 351(4)
Simple programming 355(1)
Analysis of functions 356(2)
Integrals 358(1)
Ordinary differential equations 359(2)
B Appendix B: Definitions and Basic Concepts in Linear Algebra 361(15)
Vectors 361(3)
Matrices, an introduction 364(2)
Matrix concepts 366(3)
Matrix classes 369(2)
Special matrices 371(1)
Vector and matrix norms 372(1)
Matrix factorizations 373(3)
C Appendix C: MATLAB toolboxes and SIMULINK 376(4)
D Appendix D: The Student Edition of MATLAB, Version 4 380(20)
About the Student Edition 380(1)
The Symbolic Math Toolbox 381(18)
The Signals and Systems Toolbox 399(1)
E Appendix E: Quick Reference 400(9)
Editing and Special Keys 400(1)
Basic System Commands 400(1)
Help and Demonstration Commands 400(1)
Variables and Workspace 400(1)
Standard Constants and Variables 400(1)
User I/O 401(1)
Time-Keeping Functions 401(1)
Special System Commands 401(1)
Mathematical Functions 401(1)
Integers and Floating Point Numbers 402(1)
Complex Numbers 402(1)
Matrix Operations and Functions 402(1)
Defining Vectors and Matrices 402(1)
Strings 402(1)
Data-Analysis and Statistics 403(1)
Linear Systems 403(1)
Eigenvalues and Eigenvectors 403(1)
Sparse Matrices 403(1)
Polynomials and Curve fitting 404(1)
Zeros, Maxima, and Minima 404(1)
Integrals and Differential Equations 404(1)
Programming in MATLAB 404(1)
Graphics 405(1)
Sound 406(1)
Handle Graphics 406(1)
Binary and Text Files 407(2)
References 409(2)
List of Command Tables 411(4)
Index 415