Article
A symbolic operator approach to several summation formulas for power series II
Discrete Mathematics
(2008)
Abstract
Here expounded is a kind of symbolic operator method that can be used to construct many transformation formulas and summation formulas for various types of power series including some old ones and more new ones.
Keywords
- symbolic operator,
- power series,
- generalized Eulerian fractions,
- Stirling number of the second kind
Disciplines
Publication Date
2008
Publisher Statement
Discrete Mathematics is published by Elsevier, http://www.journals.elsevier.com/discrete-mathematics/.
Citation Information
Tian-Xiao He, Peter J.S. Shiue and L. C. Hsu. "A symbolic operator approach to several summation formulas for power series II" Discrete Mathematics Vol. 308 Iss. 16 (2008) Available at: http://works.bepress.com/tian_xiao_he/2/