Add to ORKGWe give a series of very general sufficient conditions in order to ensure the uniqueness of large solutions for −∆u + f (x, u) = 0 in a bounded domain Ω where f : Ω × R → R + is a continuous function, such that f (x, 0) = 0 for x ∈ Ω, and f (x, r) > 0 for x in a neighborhood of ∂Ω and all r > 0. 2010 Mathematics Subject Classification. 35 J 61; 31 B 15; 28 C 05
In this paper we study the existence, asymptotic boundary behavior and uniqueness of large solutions...
In this paper we study the existence, asymptotic boundary behavior and uniqueness of large solutions...
In this paper we study the existence, asymptotic boundary behavior and uniqueness of large solutions...
Abstract. In this paper we consider existence, asymptotic behavior near the boundary and uniqueness ...
AbstractThis paper shows the existence and the uniqueness of the positive solution ℓ(t) of the singu...
AbstractGiven a nondecreasing nonlinearity f, we prove uniqueness of large solutions to Eq. (1) belo...
Given a nondecreasing nonlinearity $f$, we prove uniqueness of large solutions in the following two ...
The primary objective of the paper is to study the existence, asymptotic boundary estimates and uniq...
We consider the semilinear equation Δu = p(x)f(u) on a domain Ω ⊆ Rn, n ≥ 3, where f is a nonnegativ...
The primary objective of the paper is to study the existence, asymptotic boundary estimates and uniq...
The primary objective of the paper is to study the existence, asymptotic boundary estimates and uniq...
The primary objective of the paper is to study the existence, asymptotic boundary estimates and uniq...
16 pagesInternational audienceWe study the existence and uniqueness of the positive solutions of the...
The primary objective of the paper is to study the existence, asymptotic boundary estimates and uniq...
In this paper we study the existence, asymptotic boundary behavior and uniqueness of large solutions...
In this paper we study the existence, asymptotic boundary behavior and uniqueness of large solutions...
In this paper we study the existence, asymptotic boundary behavior and uniqueness of large solutions...
In this paper we study the existence, asymptotic boundary behavior and uniqueness of large solutions...
Abstract. In this paper we consider existence, asymptotic behavior near the boundary and uniqueness ...
AbstractThis paper shows the existence and the uniqueness of the positive solution ℓ(t) of the singu...
AbstractGiven a nondecreasing nonlinearity f, we prove uniqueness of large solutions to Eq. (1) belo...
Given a nondecreasing nonlinearity $f$, we prove uniqueness of large solutions in the following two ...
The primary objective of the paper is to study the existence, asymptotic boundary estimates and uniq...
We consider the semilinear equation Δu = p(x)f(u) on a domain Ω ⊆ Rn, n ≥ 3, where f is a nonnegativ...
The primary objective of the paper is to study the existence, asymptotic boundary estimates and uniq...
The primary objective of the paper is to study the existence, asymptotic boundary estimates and uniq...
The primary objective of the paper is to study the existence, asymptotic boundary estimates and uniq...
16 pagesInternational audienceWe study the existence and uniqueness of the positive solutions of the...
The primary objective of the paper is to study the existence, asymptotic boundary estimates and uniq...
In this paper we study the existence, asymptotic boundary behavior and uniqueness of large solutions...
In this paper we study the existence, asymptotic boundary behavior and uniqueness of large solutions...
In this paper we study the existence, asymptotic boundary behavior and uniqueness of large solutions...
In this paper we study the existence, asymptotic boundary behavior and uniqueness of large solutions...