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Advanced Engineering Mathematics(SI Edition)
作  /  譯    者 : Peter V. O'Neil
I S B N -  13 : 9781337274524
I S B N -  10 : 1337274526
類             別: 工程數學
版             次: 8 版
年             份: 2018
規             格: 839 頁
出     版     商: Cengage Learning
教師教學配件: 教師資源光碟(PowerPoint/習題解答)(教師專用)
     

Now you can make rigorous mathematical topics accessible to your students by emphasizing visuals, numerous examples, and interesting mathematical models with O'Neil’s Advanced Engineering Mathematics. New "Math in Context" broadens the engineering connections for your students by clearly demonstrating how mathematical concepts are applied to current engineering problems. You have the flexibility to select additional topics that are best for your individual course.

PART I: ORDINARY DIFFERENTIAL EQUATIONS
Ch 1 First-Order Differential Equations
Ch 2 Second-Order Differential Equations
Ch 3 The Laplace Transform
Ch 4 Sturm-Liouville Problems and Eigenfunction Expansions

PART II: PARTIAL DIFFERENTIAL EQUATIONS
Ch 5 The Heat Equation
Ch 6 The Wave Equation
Ch 7 Laplace’s Equation
Ch 8 Special Functions and Applications
Ch 9 Transform Methods of Solution

PART III: MATRICES AND LINEAR ALGEBRA
Ch10 Vectors and the Vector Space Rn
Ch11 Matrices, Determinants, and Linear Systems
Ch12 Eigenvalues, Diagonalization, and Special Matrices

PART IV: SYSTEMS DIFFERENTIAL EQUATIONS
Ch13 Systems of Linear Differential Equations
Ch14 Nonlinear Systems and Qualitative Analysis

PART V: VECTOR ANALYSIS
Ch15 Vector Differential Calculus
Ch16 Vector Integral Calculus

PART VI: FOURIER ANALYSIS
Ch17 Fourier Series
Ch18 Fourier Transforms
Ch19 Complex Numbers and Functions
Ch20 Integration
Ch21 Series Representations of Functions
Ch22 Singularities and the Residue theorem
Ch23 Conformal Mappings

作者:Peter V. O'Neil
現職:University of Alabama, Birmingham

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