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http://dx.doi.org/10.1201/9781420050783
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Front MatterAbstract - Hi-Res PDF (494 KB) - PDF w/links (436 KB)
Chapter 1. One-Parameter GroupsAbstract - Hi-Res PDF (672 KB) - PDF w/links (571 KB)
Chapter 2. First-Order Ordinary Differential EquationsAbstract - Hi-Res PDF (829 KB) - PDF w/links (687 KB)
Chapter 3. Second-Order Ordinary Differential EquationsAbstract - Hi-Res PDF (1520 KB) - PDF w/links (1204 KB)
Chapter 4. Similarity Solutions of Partial Differentia€ EquationsAbstract - Hi-Res PDF (1427 KB) - PDF w/links (1135 KB)
Chapter 5. Traveling- Wave SolutionsAbstract - Hi-Res PDF (1028 KB) - PDF w/links (838 KB)
Chapter 6. Approximate MethodsAbstract - Hi-Res PDF (550 KB) - PDF w/links (480 KB)
Symbols and their DefinitionsAbstract - Hi-Res PDF (316 KB) - PDF w/links (302 KB)
EpilogAbstract - Hi-Res PDF (359 KB) - PDF w/links (331 KB)
AppendixA. Linear, First-Order Partial Differential EquationsAbstract - Hi-Res PDF (105 KB) - PDF w/links (103 KB)
AppendixB. Riemann's Method of CharacteristicsAbstract - Hi-Res PDF (382 KB) - PDF w/links (352 KB)
AppendixC. The Calculus of Variations and the Euler-Lagrange EquationAbstract - Hi-Res PDF (352 KB) - PDF w/links (330 KB)
AppendixD. Computation of Invariants and First Differential Invariants from the Transformation EquationsAbstract - Hi-Res PDF (311 KB) - PDF w/links (299 KB)
ReferencesAbstract - Hi-Res PDF (275 KB) - PDF w/links (272 KB)
Solutions to ProblemsAbstract - Hi-Res PDF (1763 KB) - PDF w/links (1406 KB)
