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processes and of analytic functions; with an account of the principal transcendental functions (colloquially known as Whittaker and Watson) is a landmark...

1915 second edition of E. T. Whittaker's A Course of Modern Analysis (1902) produced the classic "Whittaker and Watson" text. In 1918 he proved a significant...

physics, and the history of science, including A Course of Modern Analysis (better known as Whittaker and Watson), Analytical Dynamics of Particles and Rigid...

January 2023. Retrieved 30 January 2023. Whittaker and Watson, 12.31. Whittaker and Watson, 12.32. Whittaker and Watson, 12.22. "Exponential integral E: Continued...

related lemma, while §9.63 introduces Riemann's main theorem, and so on. Whittaker and Watson attribute this system of numbering to Giuseppe Peano on their...

Digamma and Trigamma Functions. Cambridge University Press. p. 5. Whittaker and Watson, 12.3. Whittaker and Watson, 12.31. Whittaker and Watson, 12.32...

function theory. The classic Whittaker and Watson (1902) textbook sought to unify the theory using complex analysis; the G. N. Watson tome A Treatise on the...

and Ryzhik in 2014. Moll also took on the task to revise and expand the classical landmark work "A Course of Modern Analysis" by Whittaker and Watson...

i\tau }} and w = e π i z {\displaystyle w=e^{\pi iz}} . However, a similar notation is defined somewhat differently in Whittaker and Watson, p. 487: ϑ...

{1}{2}}}(-x)].\end{aligned}}} Function Da(z) was introduced by Whittaker and Watson as a solution of eq.~(1) with a ~ = − 1 4 , b ~ = 0 , c ~ = a + 1...

ζ = π u / ( 2 K ) {\displaystyle \zeta =\pi u/(2K)} . Edmund Whittaker and George Watson defined the Jacobi theta functions this way in their textbook...

Gordon Whittaker (born 16 June 1984) is a Scottish football coach and former player who is currently the assistant manager of Ayr United. Whittaker played...

containing Whittaker Whitaker (disambiguation) Whitacre (disambiguation) Whittaker's sundew, Drosera whittakeri, a carnivorous plant Whittaker and Watson, colloquial...

k)=\operatorname {zn} (F(\varphi ,k),k)} . In the literature (e.g. Whittaker and Watson (1927)), sometimes Z {\displaystyle Z} means Wikipedia's zn {\displaystyle...

in 1935 and Watson seems to have lost interest in the project in the late 1930s. After Watson's death in 1965, J. M. Whittaker examined Watson's papers...

of Mathematical Analysis. McGraw-Hill Science/Engineering/Math. Whittaker, E.T.; Watson, G.N. (1927). A Course in Modern Analysis (Fourth ed.). Cambridge...

theorem (Whittaker and Watson, 1927, p. 98) This example apparently originated with Weierstrass. (Mandelbrojt and Miles, 1927) (Fukuyama and Takahashi...

Charles Evans Whittaker (February 22, 1901 – November 26, 1973) was an Associate Justice of the United States Supreme Court from 1957 to 1962. After working...

gives the result. For application to principal-value integrals, see Whittaker and Watson, Gakhov, Lu, or Zwillinger. See also the discussion of the Poincaré-Bertrand...

edition of the book A Course in Modern Analysis written by Whittaker and Watson on the pages 469 and 470. The nome is commonly used as the starting point for...