Pakistan Science Abstracts
Choose Theme
1
2
3
4
Theme 1
— Green & Gold
Print
Save as PDF
Export BibTeX
Close
No Detail Found!
Home
›
Proceedings of Pakistan Academy of Sciences
Analytic approximations for Volterra population equation.
Author(s)
A. Ei-Nahhas
Department of Mathematics. Helwan Faculty of Science, Helwan, Egypt
Abstract
In this paper, we give an analytic solution for the Volterra population equation using the homotopy analysis method and by the use of a fractional basis.
Publication Details
Page(s)
255-261
DOI
DOI not available
Published
Journal: Proceedings of Pakistan Academy of Sciences, Volume: 44, Issue: 4, Year: 2007
Request the full text from PASTIC
More from
Proceedings of Pakistan Academy of Sciences
On the Fekete-Szego problem for some subclasses of analytic functions defined by convolution.
Modified Dirac Equation with classical Zitterbewegung.
Diversity of the genus Spirogyra (Zygnemophyceae shameel) in the north-eastern areas of Pakistan.
The Noor integral operator and multivalent functions.
A study to detect the efficacy of micro-current therapy on pressure ulcers.
0
Citations
0
Downloads
353
Views