Appell Transforms Associated With Expansions in Terms of Generalized Heat Polynomials
Journal Title: INTERNATIONAL JOURNAL OF MATHEMATICS TRENDS AND TECHNOLOGY - Year 2014, Vol 6, Issue 2
Abstract
In this paper we have discussed the regions of convergence of the series Σ∞n=0 anpn,α,β and Σ∞n=0 bn Wn,α,β (x1t).We have also discussed the class H*of generalized temperature functions having the Huygens property. Finally expansions for generalized temperature functions in terms of polynomials are derived and criteria for the expansions of functions in terms of Wn,α,β (x1t) is also established
Authors and Affiliations
B. B. Waphare
Keywords
Related Articles
- EP ID EP152375
- DOI -
- Views 105
- Downloads 0
(i,j) Strongly a**-Closed Sets in Bitopological Spaces
In this paper we introduce a new class of sets namely, (i,j) strongly α**-closed sets. Properties of this set are investigated and we introduce new spaces namely, (i,j)Tsα** spaces, (i,j)g*Tsα** spaces and (i,j)sg* Tsα**...
Independent Domination of Splitted Graphs
A dominating set D of a splitted graph S(G) = ( V, E ) is an independent dominating set if the induced subgraph <D> has no edges. The independent domination number i[S(G)] of a graph S(G) is the minimum cardinality...
Inextensible flows of curves in the equiform geometry of the simple isotropic space J[sub][/sub][sub]3[/sub][sup]( I )[/sup]
In this paper, evolution equations for inextensible flows of curves in the simple isotropic space are investigated and necessary and sufficient conditions for simple isotropic inextensible curve flow are expressed as a p...
A Discrete Host Commensal Species with Limited Resources and Mortality Rate for the Commensal
This paper deals with an investigation on a Discrete Host-Commensal species with limited resources and mortality rate for the commensal. The model comprises of a commensal (S1), host (S2) that would benefit S1, w...
(gs)*-Closed Sets in Topological Spaces
In this paper we introduce a new class of sets namely, (gs)*-closed sets, properties of this set are investigated and we introduce (gs)*-continuous maps and (gs)*-irresolute maps.