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http://dx.doi.org/10.1201/9781420036114
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Front MatterAbstract - Hi-Res PDF (123 KB) - PDF w/links (124 KB)
Chapter 1. DefinitionsAbstract - Hi-Res PDF (276 KB) - PDF w/links (277 KB)
Chapter 2. Basic Properties and FormulaeAbstract - Hi-Res PDF (173 KB) - PDF w/links (174 KB)
Chapter 3. The Minimax Property and Its ApplicationsAbstract - Hi-Res PDF (257 KB) - PDF w/links (258 KB)
Chapter 4. Orthogonality and Least-Squares ApproximationAbstract - Hi-Res PDF (272 KB) - PDF w/links (273 KB)
Chapter 5. Chebyshev SeriesAbstract - Hi-Res PDF (319 KB) - PDF w/links (320 KB)
Chapter 6. Chebyshev InterpolationAbstract - Hi-Res PDF (225 KB) - PDF w/links (226 KB)
Chapter 7. Near-Best L∞, L1 and Lp ApproximationsAbstract - Hi-Res PDF (150 KB) - PDF w/links (151 KB)
Chapter 8. Integration Using Chebyshev PolynomialsAbstract - Hi-Res PDF (220 KB) - PDF w/links (220 KB)
Chapter 9. Solution of Integral EquationsAbstract - Hi-Res PDF (224 KB) - PDF w/links (225 KB)
Chapter 10. Solution of Ordinary Differential EquationsAbstract - Hi-Res PDF (244 KB) - PDF w/links (245 KB)
Chapter 11. Chebyshev and Spectral Methods for Partial Differential EquationsAbstract - Hi-Res PDF (310 KB) - PDF w/links (311 KB)
Chapter 12. BibliographyAbstract - Hi-Res PDF (109 KB) - PDF w/links (166 KB)
Appendix A. AppendicesAbstract - Hi-Res PDF (123 KB) - PDF w/links (124 KB)
