AEM3 TOC - 755 15 Integral Trans±orm Method 793 16...

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Table of Contents Part I Ordinary Differential Equations 1 Introduction to Diferential Equations 1 2 First-Order Diferential Equations 22 3 Higher-Order Diferential Equations 99 4 The Laplace Trans±orm 198 5 Series Solutions o± Linear Diferential Equations 252 6 Numerical Solutions o± Ordinary Diferential Equations 317 Part II Vectors, Matrices, and Vector Calculus 7 Vectors 339 8 Matrices 373 9 Vector Calculus 438 Part III Systems of Differential Equations 10 Systems o± Linear Diferential Equations 551 11 Systems o± Nonlinear Diferential Equations 604 Part IV Fourier Series and Partial Differential Equations 12 Orthogonal Functions and Fourier Series 634 13 Boundary-Value Problems in Rectangular Coordinates 680 14 Boundary-Value Problems in Other Coordinate Systems
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Unformatted text preview: 755 15 Integral Trans±orm Method 793 16 Numerical Solutions o± Partial Diferential Equations 832 Part V Complex Analysis 17 Functions of a Complex Variable 854 18 Integration in the Complex Plane 877 19 Series and Residues 896 20 Conformal Mappings 919 Appendices Appendix II Gamma function 942 Projects 3.7 Road Mirages 944 3.10 The Ballistic Pendulum 946 8.1 Two-Ports in Electrical Circuits 947 8.2 Traffic Flow 948 8.15 Temperature Dependence of Resistivity 949 9.16 Minimal Surfaces 950 14.3 The Hydrogen Atom 952 15.4 The Uncertainity Inequality in Signal Processing 955 15.4 Fraunhofer Di±raction by a Circular Aperture 958 16.2 Instabilities of Numerical Methods 960...
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AEM3 TOC - 755 15 Integral Trans±orm Method 793 16...

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