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Front MatterAbstract - Hi-Res PDF (111 KB) - PDF w/links (112 KB)
Chapter 1. Some Background MaterialAbstract - Hi-Res PDF (1797 KB) - PDF w/links (349 KB)
Chapter 2. Green’S Functions Or Ordinary Di.Erential EquationsAbstract - Hi-Res PDF (1004 KB) - PDF w/links (1000 KB)
Chapter 3. Green’S Functions for the Wave EquationAbstract - Hi-Res PDF (2233 KB) - PDF w/links (2042 KB)
Chapter 4. Green’S Functions for the Heat EquationAbstract - Hi-Res PDF (1938 KB) - PDF w/links (1878 KB)
Chapter 5. Green’S Functions for the Helmholtz EquationAbstract - Hi-Res PDF (1704 KB) - PDF w/links (1631 KB)
Appendix A. The Fourier TransformAbstract - Hi-Res PDF (109 KB) - PDF w/links (110 KB)
Appendix B. The Laplace TransformAbstract - Hi-Res PDF (192 KB) - PDF w/links (179 KB)
Appendix C. Bessel FunctionsAbstract - Hi-Res PDF (231 KB) - PDF w/links (232 KB)
Appendix D. Relationship Between Solutions F Helmholtz’S And Laplace’S Equations N Cylindrical And Spherical CoordinatesAbstract - Hi-Res PDF (76 KB) - PDF w/links (76 KB)
Answers to Some of the ProblemsAbstract - Hi-Res PDF (68 KB) - PDF w/links (69 KB)
