This classic text is known to and used by thousands of mathematicians and students of mathematics throughout the world. It gives an introduction to the general theory of infinite processes and of analytic functions together with an account of the principal transcendental functions.
This classic text is known to and used by thousands of mathematicians and students of mathematics throughout the world. It gives an introduction to the general theory of infinite processes and of analytic functions together with an account of the principal transcendental functions.
1. Complex numbers 2. The theory of convergence 3. Continuous functions and uniform convergence 4. The theory of Riemann integration 5. The fundamental properties of analytic functions 6. The theory of residues 7. The expansion of functions in infinite series 8. Asymptotic expansions and summable series 9. Fourier series and trigonometrical series 10. Linear differential equations 11. Integral equations 12. The gamma function 13. The zeta function of Riemann 14. The hypergeometric function 15. The Legendre function 16. The confluent hypergeometric functions 17. Bessel functions 18. The equations of mathematical physics 19. Mathieu functions 20. Elliptic functions 21. The theta functions 22. Jacobian elliptic functions 23. Ellipsoidal harmonics and Lamé's equation.
1. Complex numbers 2. The theory of convergence 3. Continuous functions and uniform convergence 4. The theory of Riemann integration 5. The fundamental properties of analytic functions 6. The theory of residues 7. The expansion of functions in infinite series 8. Asymptotic expansions and summable series 9. Fourier series and trigonometrical series 10. Linear differential equations 11. Integral equations 12. The gamma function 13. The zeta function of Riemann 14. The hypergeometric function 15. The Legendre function 16. The confluent hypergeometric functions 17. Bessel functions 18. The equations of mathematical physics 19. Mathieu functions 20. Elliptic functions 21. The theta functions 22. Jacobian elliptic functions 23. Ellipsoidal harmonics and Lamé's equation.
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