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Advanced Engineering Mathematics(SI Edition)(Custom Solutions)(8版)

Advanced

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訂購需時10-14天
9789579282031
Peter V. O’Neil
華泰文化
2018年3月26日
473.00  元
HK$ 449.35
省下 $23.65
 
二樓書卷使用細則 二樓書卷使用細則





ISBN:9789579282031
  • 叢書系列:工程數學
  • 規格:平裝 / 845頁 / 20 x 25.4 x 2.9 cm / 普通級
    工程數學


  • 自然科普 > 數學 > 概論











      1.Most Course Organizations: Seven distinctive parts clearly focus and differentiate the mathematical ideas and methods while giving you the flexibility to select the sections best suited for your course and student needs.



      2.Detailed Examples Illustrate the Use of Notation and the Theory: The numerous examples clarify notation, theory and the underlying computations, followed by the numerical calculations themselves.



      3.Specialized and Advanced Topics Added as Web Modules: In order to broaden coverage while keeping the length and cost of the book down, certain topics have been added as convenient web modules rather than appearing in the printed text. These modules include applications of complex analysis to the Dirichlet problem and to inverses of Laplace transforms, Lyapunov functions, the discrete Fourier transform, Maxwell’s equations, numerical methods for solving differential equations, LU factoring of matrices, limit cycles for systems of differential equations, and models of plane fluid flow.


     





    PART I: ORDER DIFFERENTIAL EQUATIONS

    Ch 1 First-Order Differential Equations

    Ch 2 Second-Order Differential Equations

    Ch 3 The Laplace Transform

    Ch 4 Series Solutions



    PART II: MATRICES AND LINEAR ALGEBRA

    Ch 5 Vectors and the Vector Space Rn

    Ch 6 Matrices, Determinants, and Linear Systems

    Ch 7 Eigenvalues, Diagonalization, and Special Matrices



    PART III: SYSTEMS OF DIFFERENTIAL EQUATIONS

    Ch 8 Systems of Linear Differential Equations

    Ch 9 Nonlinear Systems and Qualitative Analysis



    PART IV: VECTOR ANALYSIS

    Ch10 Vector Differential Calculus

    Ch11 Vector Integral Calculus



    PART V: STURM-LIOUVILLE PROBLEMS, FOURIER ANALYSIS AND EIGENFUNCTION EXPANSIONS

    Ch12 Sturm-Liouville Problems and Eigenfunction Expansions

    Ch13 Fourier Series

    Ch14 Fourier Transforms



    PART VI: PARTIAL DIFFERENTIAL EQUATIONS

    Ch15 The Heat Equation

    Ch16 The Wave Equation

    Ch17 Laplace’s Equation

    Ch18 Special Functions and Applications

    Ch19 Transform Methods of Solution



    PART VII COMPLEX FUNCTIONS

    Ch20 Complex Numbers and Functions

    Ch21 Integration

    Ch22 Series Representations of Functions

    Ch23 Singularities and the Residue Theorem

    Ch24 Conformal Mappings




    其 他 著 作
    1. 工程數學(8版)
    2. 高等工程數學(8版)
    3. Advanced Engineering Mathematics(SI Edition)(8版)
    4. Advanced Engineering Mathematics (Custom Edition) (bundle Coursemate)7/E
    5. 高等工程數學(7版) O’Neil/ Advanced Engineering Mathematics 7/e