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Description
Table of Contents
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Part I: Tackling First Order Differential Equations.
Chapter 1: Looking Closely at Linear First Order Differential Equations.
Chapter 2: Surveying Separable First Order Differential Equations.
Chapter 3: Examining Exact First Order Differential Equations.
Part II: Finding Solutions to Second and Higher Order Differential Equations.
Chapter 4: Working with Linear Second Order Differential Equations.
Chapter 5: Tackling Nonhomogeneous Linear Second Order Differential Equations.
Chapter 6: Handling Homogeneous Linear Higher Order Differential Equations.
Chapter 7: Taking On Nonhomogeneous Linear Higher Order Differential Equations.
Part III: The Power Stuff: Advanced Techniques.
Chapter 8: Using Power Series to Solve Ordinary Differential Equations.
Chapter 9: Solving Differential Equations with Series Solutions Near Singular Points.
Chapter 10: Using Laplace Transforms to Solve Differential Equations.
Chapter 11: Solving Systems of Linear First Order Differential Equations.
Part IV: The Part of Tens.
Chapter 12: Ten Common Ways of Solving Differential Equations.
Chapter 13: Ten Real-World Applications of Differential Equations.
Index.
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