ϟ
MAG: 3165186569
OpenAccess: Closed
This work is not Open Acccess. We may still have a PDF, if this is the case there will be a green box below.
SINGULAR SOLUTIONS OF AN INHOMOGENEOUS ELLIPTIC EQUATION
Arij Bouzelmate,Abdelilah Gmira
Function (biology)
Mathematics
Sign (mathematics)
2021
The main purpose of the present paper is to study the asymptotic behavior near the origin of radial solutions of the equation ∆_{ p} u ( x )+ u^{ q} ( x )+ f ( x )=0 in R^{ N} \{ 0 } , where p > 2 , q > 1 , N ≥ 1 and f is a continuous radial function on R^{ N} \{ 0 } . The study depends strongly of the sign of the function f and the asymptotic behavior near the origin of the function | x |^{ λ} f ( | x | ) with suitable conditions on λ > 0.
Loading...
- MLA
- APA
- Chicago
- IEEE
- Harvard
- BibTeX
Cite this:
Generate Citation
“SINGULAR SOLUTIONS OF AN INHOMOGENEOUS ELLIPTIC EQUATION” is a paper by Arij Bouzelmate Abdelilah Gmira published in 2021. It has an Open Access status of “closed”. You can read and download a PDF Full Text of this paper here.