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http://dx.doi.org/10.1201/9781420050066
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Front MatterAbstract - Hi-Res PDF (538 KB) - PDF w/links (539 KB)
Chapter 1. Linear Equations of the First Kind With Variable Limit of IntegrationAbstract - Hi-Res PDF (680 KB) - PDF w/links (680 KB)
Chapter 2. Linear Equations of the Second Kind With Variable Limit of IntegrationAbstract - Hi-Res PDF (585 KB) - PDF w/links (586 KB)
Chapter 3. Linear Equation of the First Kind With Constant Limits of IntegrationAbstract - Hi-Res PDF (347 KB) - PDF w/links (348 KB)
Chapter 4. Linear Equations of the Second Kind With Constant Limits of IntegrationAbstract - Hi-Res PDF (568 KB) - PDF w/links (569 KB)
Chapter 5. Nonlinear Equations With Variable Limit of IntegrationAbstract - Hi-Res PDF (225 KB) - PDF w/links (225 KB)
Chapter 6. Nonlinear Equations With Constant Limits of IntegrationAbstract - Hi-Res PDF (322 KB) - PDF w/links (323 KB)
Chapter 7. Main Definitions and Formulas. Integral TransformsAbstract - Hi-Res PDF (173 KB) - PDF w/links (181 KB)
Chapter 8. Methods for Solving Linear Equations of the Form ∫xa K(x, t)y(t) dt = f(x)Abstract - Hi-Res PDF (194 KB) - PDF w/links (195 KB)
Chapter 9. Methods for Solving Linear Equations of the Form ∫xa - K(x, t)y(t) dt = f(x)Abstract - Hi-Res PDF (291 KB) - PDF w/links (289 KB)
Chapter 10. Methods for Solving Linear Equations of the Form ∫ba K(x, t)y(t) dt = f(x)Abstract - Hi-Res PDF (316 KB) - PDF w/links (309 KB)
Chapter 11. Methods for Solving Linear Equations of the Form ∫ba K(x, t)y(t) dt = f(x)Abstract - Hi-Res PDF (544 KB) - PDF w/links (545 KB)
Chapter 12. Methods for Solving Singular Integral Equations of the First KindAbstract - Hi-Res PDF (302 KB) - PDF w/links (302 KB)
Chapter 13. Methods for Solving Complete Singular Integral EquationsAbstract - Hi-Res PDF (233 KB) - PDF w/links (233 KB)
Chapter 14. Methods for Solving Nonlinear Integral EquationsAbstract - Hi-Res PDF (179 KB) - PDF w/links (179 KB)
ReferencesAbstract - Hi-Res PDF (47 KB) - PDF w/links (47 KB)
SupplementsAbstract - Hi-Res PDF (742 KB) - PDF w/links (743 KB)