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Solutions to Partial Differential Equations: With Fourier Series and Boundary Value Problems 3e
by N. H. Asmar
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46 of 281 listed exercises currently have solution PDFs.
Chapter 1: A Preview of Applications and Techniques
Chapter 2: Fourier Series
Section 1.1: What is a Partial Differential Equation?
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Section 1.2: Solving and Interpreting a Partial Differential Equation
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Section 2.1: Periodic Functions
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Section 2.2: Fourier Series
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Section 2.3: Fourier Series of Functions with Arbitrary Periods
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Section 2.4: Half-Range Expansions: The Cosine and Sine Series
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Section 2.5: Mean Square Approximation and Parseval's Identity
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Section 2.6: Complex Form of Fourier Series
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Section 2.7: Forced Oscillations
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Section 2.8: Proof of the Fourier Series Representation Theorem
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Section 2.9: Uniform Convergence and Fourier Series
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Section 2.10: Dirichlet Test and Convergence of Fourier Series
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