 |  Differential Equations: Theory, Technique, and Practice George Simmons,
Colorado College Steven Krantz,
Washington University St Louis
Student Center
Contents:Chapter 1: What is a Differential Equation? Chapter 2: Second-Order Linear Equations Chapter 3: Qualitative Properties and Theoretical Aspects Chapter 4: Power Series Solutions and Special Functions Chapter 5: Fourier Series: Basic Concepts Chapter 6: Partial Differential Equations and Boundary Value Problems Chapter 7: The Laplace Transform Chapter 8: The Calculus of Variations Chapter 9: Numerical Methods Chapter 10: Systems of First-Order Equations Chapter 11: The Nonlinear Theory Chapter 12: Dynamical Systems
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