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- catalog contributor b1359216.
- catalog contributor b1359217.
- catalog contributor b1359218.
- catalog created "1927.".
- catalog date "1927".
- catalog date "1927.".
- catalog dateCopyrighted "1927.".
- catalog description "Includes bibliographical references and indexes.".
- catalog description "pt. I. The processes of analysis. Complex numbers -- The theory of convergence -- Continuous functions and uniform convergence -- The theory of Riemann integration -- The fundamental properties of analytic functions; Taylor's, Laurent's, and Liouville's theorems -- The theory of residues; application to the evaluation of definite integrals -- The expansion of functions in infinite series -- Asymptotic expansions and summable series -- Fourier series and trigonometrical series -- Linear differential equations -- Integral equations -- pt. II. The transcendental functions. The gamma function -- The zeta function of Riemann -- The hypergeometric function -- Legendre functions -- The confluent hypergeometric function -- Bessel functions -- The equations of mathematical physics -- Mathieu functions -- Elliptic functions. General theorems and the Weierstrassian functions -- The theta functions -- The Jacobian elliptic functions -- Ellipsoidal harmonics and Lamé's equation.".
- catalog extent "608 p.".
- catalog hasFormat "Course of modern analysis.".
- catalog isFormatOf "Course of modern analysis.".
- catalog issued "1927".
- catalog issued "1927.".
- catalog language "eng".
- catalog publisher "Cambridge [Eng.] University press,".
- catalog relation "Course of modern analysis.".
- catalog subject "Functions.".
- catalog subject "Harmonic analysis.".
- catalog subject "QA401 .W62 1915".
- catalog subject "Series, Infinite.".
- catalog tableOfContents "pt. I. The processes of analysis. Complex numbers -- The theory of convergence -- Continuous functions and uniform convergence -- The theory of Riemann integration -- The fundamental properties of analytic functions; Taylor's, Laurent's, and Liouville's theorems -- The theory of residues; application to the evaluation of definite integrals -- The expansion of functions in infinite series -- Asymptotic expansions and summable series -- Fourier series and trigonometrical series -- Linear differential equations -- Integral equations -- pt. II. The transcendental functions. The gamma function -- The zeta function of Riemann -- The hypergeometric function -- Legendre functions -- The confluent hypergeometric function -- Bessel functions -- The equations of mathematical physics -- Mathieu functions -- Elliptic functions. General theorems and the Weierstrassian functions -- The theta functions -- The Jacobian elliptic functions -- Ellipsoidal harmonics and Lamé's equation.".
- catalog title "A course of modern analysis; an introduction to the general theory of infinite processes and of analytic functions; with an account of the principal transcendental functions. By E. T. Whittaker and G. N. Watson.".
- catalog type "text".