Radial Symmetry of Positive Solutions of Nonlinear Elliptic Equations | Academic Article individual record
abstract

We study the radial symmetry and asymptotic behavior at x= of positive solutions of u=(single rule fence sign x single rule fence sign) u,xRn and single rule fence sign x single rule fence sign large where 1 and (r) is positive and continuous for r large. In particular we give conditions on which guarantee that each positive solution of (*) satisfies u(x)(single rule fence sign x) single rule fence sign 1as single rule fence sign x single rule fence sign where (r) is the average of u on the sphere single rule fence sign x single rule fence sign=r. 1999 Academic Press.

publication outlet

Journal of Differential Equations

author list (cited authors)
Taliaferro, S. D.
publication date
1999
publisher
Elsevier bv Publisher
citation count

1

identifier
165431SE
Digital Object Identifier (DOI)
start page
219
end page
253
volume
156
issue
2