MATLAB爱好者论坛-LabFans.com - [Ebook]The Mathematica book

从网上淘来的关于Mathematica 5的书，觉得还不错，上传给大家，分享最快乐，呵呵……

介绍：
Wolfram, frequently likened to Newton, Darwin and Einstein, has instigated a major intellectual revolution with his discoveries that have yielded many new insights in physics, mathematics, computer science, biology and many other fields. Mathematica is now the world's leading computing and symbolic programming. This new 5th edition that covers every aspect of Mathematica is both a highly readable tutorial and a definitive reference for over a million Mathematica users worldwide. It is an essential resource for all users of Mathematica from beginners to experts.

More details
The mathematica book: Book
By Stephen Wolfram
Published by Wolfram Research, Inc., 2003
ISBN 1579550223, 9781579550226
1464 pages

在上信息来自book.google.com

封面：
[IMG]http://images.amazon.com/images/P/1579550223.01._SCLZZZZZZZ_.jpg[/IMG]

部分目录：

Introduction
Running Mathematica
Introduction
1.0.1 Notebook Interfaces
1.0.2 Text-Based Interfaces

Numerical Calculations
1.1.1 Arithmetic
1.1.2 Exact and Approximate Results
1.1.3 Some Mathematical Functions
1.1.4 Arbitrary-Precision Calculations
1.1.5 Complex Numbers
1.1.6 Getting Used to Mathematica
1.1.7 Mathematical Notation in Notebooks

Building Up Calculations
1.2.1 Using Previous Results
1.2.2 Defining Variables
1.2.3 Making Lists of Objects
1.2.4 Manipulating Elements of Lists
1.2.5 The Four Kinds of Bracketing in Mathematica
1.2.6 Sequences of Operations

Using the Mathematica System
1.3.1 The Structure of Mathematica
1.3.2 Differences between Computer Systems
1.3.3 Special Topic: Using a Text-Based Interface
1.3.4 Doing Computations in Notebooks
1.3.5 Notebooks as Documents
1.3.6 Active Elements in Notebooks
1.3.7 Special Topic: Hyperlinks and Active Text
1.3.8 Getting Help in the Notebook Front End
1.3.9 Getting Help with a Text-Based Interface
1.3.10 Mathematica Packages
1.3.11 Warnings and Messages
1.3.12 Interrupting Calculations

Algebraic Calculations
1.4.1 Symbolic Computation
1.4.2 Values for Symbols
1.4.3 Transforming Algebraic Expressions
1.4.4 Simplifying Algebraic Expressions
1.4.5 Advanced Topic: Putting Expressions into Different Forms
1.4.6 Advanced Topic: Simplifying with Assumptions
1.4.7 Picking Out Pieces of Algebraic Expressions
1.4.8 Controlling the Display of Large Expressions
1.4.9 The Limits of Mathematica
1.4.10 Using Symbols to Tag Objects

Symbolic Mathematics
1.5.1 Basic Operations
1.5.2 Differentiation
1.5.3 Integration
1.5.4 Sums and Products
1.5.5 Equations
1.5.6 Relational and Logical Operators
1.5.7 Solving Equations
1.5.8 Inequalities
1.5.9 Differential Equations
1.5.10 Power Series
1.5.11 Limits
1.5.12 Integral Transforms
1.5.13 Recurrence Equations
1.5.14 Packages for Symbolic Mathematics
1.5.15 Advanced Topic: Generic and Non-Generic Cases
1.5.16 Mathematical Notation in Notebooks

Numerical Mathematics
1.6.1 Basic Operations
1.6.2 Numerical Sums, Products and Integrals
1.6.3 Numerical Equation Solving
1.6.4 Numerical Differential Equations
1.6.5 Numerical Optimization
1.6.6 Manipulating Numerical Data
1.6.7 Statistics

Functions and Programs
1.7.1 Defining Functions
1.7.2 Functions as Procedures
1.7.3 Repetitive Operations
1.7.4 Transformation Rules for Functions

Lists
1.8.1 Collecting Objects Together
1.8.2 Making Tables of Values
1.8.3 Vectors and Matrices
1.8.4 Getting Pieces of Lists
1.8.5 Testing and Searching List Elements
1.8.6 Adding, Removing and Modifying List Elements
1.8.7 Combining Lists
1.8.8 Advanced Topic: Lists as Sets
1.8.9 Rearranging Lists
1.8.10 Grouping Together Elements of Lists
1.8.11 Ordering in Lists
1.8.12 Advanced Topic: Rearranging Nested Lists

Graphics and Sound
1.9.1 Basic Plotting
1.9.2 Options
1.9.3 Redrawing and Combining Plots
1.9.4 Advanced Topic: Manipulating Options
1.9.5 Contour and Density Plots
1.9.6 Three-Dimensional Surface Plots
1.9.7 Converting between Types of Graphics
1.9.8 Plotting Lists of Data
1.9.9 Parametric Plots
1.9.10 Some Special Plots
1.9.11 Special Topic: Animated Graphics
1.9.12 Sound

Input and Output in Notebooks
1.10.1 Entering Greek Letters
1.10.2 Entering Two-Dimensional Input
1.10.3 Editing and Evaluating Two-Dimensional Expressions
1.10.4 Entering Formulas
1.10.5 Entering Tables and Matrices
1.10.6 Subscripts, Bars and Other Modifiers
1.10.7 Special Topic: Non-English Characters and Keyboards
1.10.8 Other Mathematical Notation
1.10.9 Forms of Input and Output
1.10.10 Mixing Text and Formulas
1.10.11 Displaying and Printing Mathematica Notebooks
1.10.12 Creating Your Own Palettes
1.10.13 Setting Up Hyperlinks
1.10.14 Automatic Numbering
1.10.15 Exposition in Mathematica Notebooks

Files and External Operations
1.11.1 Reading and Writing Mathematica Files
1.11.2 Advanced Topic: Finding and Manipulating Files
1.11.3 Importing and Exporting Data
1.11.4 Exporting Graphics and Sounds
1.11.5 Exporting Formulas from Notebooks
1.11.6 Generating TeX
1.11.7 Exchanging Material with the Web
1.11.8 Generating C and Fortran Expressions
1.11.9 Splicing Mathematica Output into External Files
1.11.10 Running External Programs
1.11.11 MathLink

Special Topic: The Internals of Mathematica
1.12.1 Why You Do Not Usually Need to Know about Internals
1.12.2 Basic Internal Architecture
1.12.3 The Algorithms of Mathematica
1.12.4 The Software Engineering of Mathematica
1.12.5 Testing and Verification

Principles of Mathematica
Introduction
Expressions
2.1.1 Everything Is an Expression
2.1.2 The Meaning of Expressions
2.1.3 Special Ways to Input Expressions
2.1.4 Parts of Expressions
2.1.5 Manipulating Expressions like Lists
2.1.6 Expressions as Trees
2.1.7 Levels in Expressions

Functional Operations
2.2.1 Function Names as Expressions
2.2.2 Applying Functions Repeatedly
2.2.3 Applying Functions to Lists and Other Expressions
2.2.4 Applying Functions to Parts of Expressions
2.2.5 Pure Functions
2.2.6 Building Lists from Functions
2.2.7 Selecting Parts of Expressions with Functions
2.2.8 Expressions with Heads That Are Not Symbols
2.2.9 Advanced Topic: Working with Operators
2.2.10 Structural Operations
2.2.11 Sequences

Patterns
2.3.1 Introduction
2.3.2 Finding Expressions That Match a Pattern
2.3.3 Naming Pieces of Patterns
2.3.4 Specifying Types of Expression in Patterns
2.3.5 Putting Constraints on Patterns
2.3.6 Patterns Involving Alternatives
2.3.7 Flat and Orderless Functions
2.3.8 Functions with Variable Numbers of Arguments
2.3.9 Optional and Default Arguments
2.3.10 Setting Up Functions with Optional Arguments
2.3.11 Repeated Patterns
2.3.12 Verbatim Patterns
2.3.13 Patterns for Some Common Types of Expression
2.3.14 An Example: Defining Your Own Integration Function

Manipulating Lists
2.4.1 Constructing Lists
2.4.2 Manipulating Lists by Their Indices
2.4.3 Nested Lists
2.4.4 Partitioning and Padding Lists
2.4.5 Sparse Arrays

Transformation Rules and Definitions
2.5.1 Applying Transformation Rules
2.5.2 Manipulating Sets of Transformation Rules
2.5.3 Making Definitions
2.5.4 Special Forms of Assignment
2.5.5 Making Definitions for Indexed Objects
2.5.6 Making Definitions for Functions
2.5.7 The Ordering of Definitions
2.5.8 Immediate and Delayed Definitions
2.5.9 Functions That Remember Values They Have Found
2.5.10 Associating Definitions with Different Symbols
2.5.11 Defining Numerical Values
2.5.12 Modifying Built-in Functions
2.5.13 Advanced Topic: Manipulating Value Lists

Evaluation of Expressions
2.6.1 Principles of Evaluation
2.6.2 Reducing Expressions to Their Standard Form
2.6.3 Attributes
2.6.4 The Standard Evaluation Procedure
2.6.5 Non-Standard Evaluation
2.6.6 Evaluation in Patterns, Rules and Definitions
2.6.7 Evaluation in Iteration Functions
2.6.8 Conditionals
2.6.9 Loops and Control Structures
2.6.10 Collecting Expressions During Evaluation
2.6.11 Advanced Topic: Tracing Evaluation
2.6.12 Advanced Topic: The Evaluation Stack
2.6.13 Advanced Topic: Controlling Infinite Evaluation
2.6.14 Advanced Topic: Interrupts and Aborts
2.6.15 Compiling Mathematica Expressions
2.6.16 Advanced Topic: Manipulating Compiled Code

Modularity and the Naming of Things
2.7.1 Modules and Local Variables
2.7.2 Local Constants
2.7.3 How Modules Work
2.7.4 Advanced Topic: Variables in Pure Functions and Rules
2.7.5 Dummy Variables in Mathematics
2.7.6 Blocks and Local Values
2.7.7 Blocks Compared with Modules
2.7.8 Contexts
2.7.9 Contexts and Packages
2.7.10 Setting Up Mathematica Packages
2.7.11 Automatic Loading of Packages
2.7.12 Manipulating Symbols and Contexts by Name
2.7.13 Advanced Topic: Intercepting the Creation of New Symbols

Strings and Characters
……

Advanced Mathematics in Mathematica
……

Mathematica Reference Guide
……

由于学校有兄弟中了ARP，导致现在网络基本属于瘫痪，附件上传不了，其它网盘也不行，只有纳米盘能上传，现在在只能贴上纳米盘的下载链接，以后网速好点再来补有附件，呵呵……

纳米盘下载地址：[URL="http://www.namipan.com/d/Wolfram%20S.%20The%20Mathematica%20book%20(5ed.)(1301s)(2).pdf/986d63fd24689e3a383660f5a1726cb256c9ac26eed78a00"]http://www.namipan.com/d/Wolfram%20S.%20The%20Mathematica%20book%20(5ed.)(1301s)(2).pdf/986d63fd24689e3a383660f5a1726cb256c9ac26eed78a00[/URL]