ON PARTIAL QUASI-BILINEAR GENERATING FUNCTIONS INVOLVING MODIFIED LAGUERRE POLYNOMIALS
Journal Title: Journal of Science And Arts - Year 2012, Vol 19, Issue 2
Abstract
In this note we have shown the existence of more general generating relation from the existence of a partial quasi-bilinear generating relation by using group theoretic method. Some particular cases of interest are also pointed out.
Authors and Affiliations
PRASANTA KUMAR MAITI, ASIT KUMAR CHONGDAR
LOCALIZATION OF POSITIVE SOLUTIONS OF SYSTEMS OF HAMMERSTEIN EQUATIONS
We establish conditions which guarantee the localization of positive solutions of nonlinear integral equations of Hammerstein type.
ON THE EXTENSION OF BILATERAL GENERATING FUNCTIONS OF MODIFIED JACOBI POLYNOMIALS
In this note, we have obtained a novel extension of a bilateral generating function of modified Jacobi polynomials from the existence of quasi-bilateral generating function by group-theoretic method
EXPERIMENTAL STUDIES OF PHOTON ABSORPTION IN SILICON AND NIOBIUM
The absorpt ion of photon through silicon and niobium is measured by using Si(Li) X - ray detector. We use Fe[sup]55[/sup] radioactive source to produce fluorescence lines from Si, Cl and Ti. The experimental results sho...
OPTICAL PROPERTIES OF CdTe/CdS SOLAR CELLS DETERMINED BY INFRARED FOURIER TRANSFORMER (FTIR) SPECTROSCOPY
CdS/CdTe solar cells have attracted much attention as the most suitable candidate for thin-film compound solar cells, and research is being conducted to establish the viability of these devices. Although the films are po...
RESEARCH PERFORMANCE EVALUATION OF CHEMISTRY GROUP FROM VALAHIA UNIVERSITY TARGOVISTE
This article presents an analysis of the scientific performance obtained by the Chemistry Group members of Department of Science from Valahia University using traditional scientometric indicators, including h-index and a...