Infinite Series Summation Involving Reciprocals of Pell Polynomials

Type: Book-Chapter

Publication Date: 1986-01-01

Citations: 4

DOI: https://doi.org/10.1007/978-94-009-4311-7_12

Locations

  • Springer eBooks - View

Similar Works

Action Title Year Authors
+ Inverse Trigonometrical Summation Formulas Involving Pell Polynomials 1985 Bro. J. M. Mahon
A. F. Horadam
+ Summation of Reciprocal Series of Numerical Functions of Second Order 1986 Blagoj S. Popov
+ Summation of a Double Series 1922 T. H. Gronwall
+ Reciprocal formulae involving series and integrals 1926 E. C. Titchmarsh
+ Bessel summation of series 1943 K. Chandra Sekharan
+ Summation of Certain Infinite Series 1907 W. J. Greenstreet
+ Summation of Certain Infinite Series 1907 W. J. Greenstreet
+ Summation of Certain Infinite Series 1907 W. J. Greenstreet
+ Summation of trigonometric series by Fourier transforms 1989 Chien Wei-zang
+ Sums of series of Legendre polynomials 1971 И. Н. Пак
+ On the summation of infinite algebraic and Fourier series 1978 B. Zotter
+ Restricted summation and localization of double trigonometric series 1955 Leonard D. Berkovitz
Richard P. Gosselin
+ Summation of an Infinite Series with Primary Mathematical Method 2011 Liu Xiaonin
+ Summation of multiple trigonometric Fourier series 1991 Ravshan Ashurov
+ PDF Chat Summation of Fourier series 1932 Einar Hille
+ Summation of power series with rational coefficients via divided differences 2014 Adela Novac
+ Summation of an infinite series 1992 F. Chorlton
+ Summation of certain infinite series involving ... 2011 W. Bassall
+ PDF Chat Summation of infinite series by means of integral transforms 1956 Daniel Mayer
Jindřich Nečas
+ PDF Chat On an infinite linear combination of partial sums of Fourier series 1976 Rajendra Sinha

Works Cited by This (0)

Action Title Year Authors