Ernest William Barnes

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Person:2621487

Available identifiers

zbMath Open barnes.e-wWikidataQ931427 ScholiaQ931427MaRDI QIDQ2621487

List of research outcomes

PublicationDate of PublicationType
Scientific theory and religion, the world described by science and its spiritual interpretation.1933-01-01Paper
Contributions to a British Association Discussion on the Evolution of the Universe1931-01-01Paper
The bicentary of Newton's death.1927-01-01Paper
A transformation of generalised hypergeometric series.1910-01-01Paper
A new development of the theory of the hypergeometric functions.1908-01-01Paper
On generalized Legendre functions.1908-01-01Paper
The asymptotic expansion of integral functions defined by generalised hypergeometric series.1907-01-01Paper
On functions defined by simple types of hypergeometric series.1907-01-01Paper
The binomial theorem for a complex variable and complex index.1906-01-01Paper
The use of factorial series in an asymptotic expansion.1906-01-01Paper
The asymptotic expansion of integral functions definied by \textit{Taylor}'s series.1906-01-01Paper
On certain functions defined by \textit{Taylor}'s series of finite radius of convergence.1906-01-01Paper
On the asymptotic expansion of the integral functions \(\sum^\infty_{n=0}\,\frac{\varGamma(1+\alpha n)}{\varGamma(1+n)}\) and \(\sum^\infty_{n=0}\, \frac{x^n\varGamma(1+n\theta)} {\varGamma(1+n+n\theta)}\).1906-01-01Paper
The asymptotic expansion of the function \(G(x,\theta )=\sum_{n=0}^{\infty}\frac {x^n}{\varGamma (n+1)(n+\theta )}\), and the singularities of \(g(x,\theta )=\sum_{n=0}^{\infty}\frac {x_n}{n+\theta }\).1905-01-01Paper
The Maclaurin sum-formula.1905-01-01Paper
The asymptotic expansion of integral functions of finite non-zero order.1905-01-01Paper
The linear difference equation of the first order.1905-01-01Paper
On functions generated by linear difference equations of the first order.1904-01-01Paper
On the homogeneons linear difference equation of the second order with linear coefficients.1904-01-01Paper
On the theory of the multiple Gamma function.1904-01-01Paper
On the classification of integral functions.1904-01-01Paper
On the classification of integral functions.1904-01-01Paper
On the asymptotic expansion of integral functions of multiple linear sequence.1904-01-01Paper
The generalisation of the \textit{Maclaurin} sum formula, and the range of its applicability.1903-01-01Paper
On the expression of \textit{Euler}'s constant as a definite integral.1903-01-01Paper
On the coefficients of capacity of two spheres.1903-01-01Paper
On the classification of integral functions.1903-01-01Paper
On the value of the \textit{Fourier} series \(\sum_{s= -\infty}^{\infty} {}' (-1) e^{si\vartheta} /s^{n+1}\).1902-01-01Paper
A memoir of integral functions.1902-01-01Paper
A memoir on integral functions.1901-01-01Paper
The theory of the double gamma function.1901-01-01Paper
The theory of the double gamma Function.1900-01-01Paper
The theory of the \(G\)-function.1900-01-01Paper
The theory of the Gamma Function.1899-01-01Paper
The genesis of the double gamma functions.1899-01-01Paper
A new proof of Picard's theorem.1897-01-01Paper

Research outcomes over time


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