Add to ORKGThis work is devoted to the least-energy solutions of a non-autonomous semi-linear problem with small diffusion coefficients. Considering ǫ2∆u − u+K(x)up = 0 in
AbstractLet Ω be a smooth bounded domain in RN, with N⩾5, a>0, α⩾0 and 2∗=2NN−2. We show that the ex...
We study the location of the peaks of solution for the critical growth problem −ε2∆u+ u = f (u) + u2...
The equation of slow diffusion with singular boundary data is considered. An estimate of all weak so...
Least-energy solutions of a non-autonomous semilinear problem with a small diffusion coefficient are...
problem with a small diffusion coefficient are studied in this paper. We prove that the solutions wi...
Least-energy solutions of a non-autonomous semilinear problem with a small diusion coecient are stud...
10.1006/jmaa.1996.0272Journal of Mathematical Analysis and Applications2012532-55
AbstractWe consider the problem ε2Δu−uq+up=0 in Ω, u>0 in Ω, u=0 on ∂Ω. Here Ω is a smooth bounded d...
A stochastic system described by a semilinear equation with a small noise is considered. Under suita...
The least energy solutions are de ned as solutions that indicate infi mum value to the energy functi...
Abstract: We study the shape of least-energy solutions to the quasilinear elliptic equation ∊mΔmu − ...
1991 Mathematics Subject Classification. 35B40, 35J20, 35J65.The asymptotic behavior of the least en...
Questa tesi di Dottorato riguarda lo studio dell'esistenza di soluzioni di minima energia e soluzion...
AbstractIn this paper we make the analysis of the blow up of low energy sign-changing solutions of a...
(Communicated by Jerey Rauch) Abstract. We prove a conjecture raised in our earlier paper which says...
AbstractLet Ω be a smooth bounded domain in RN, with N⩾5, a>0, α⩾0 and 2∗=2NN−2. We show that the ex...
We study the location of the peaks of solution for the critical growth problem −ε2∆u+ u = f (u) + u2...
The equation of slow diffusion with singular boundary data is considered. An estimate of all weak so...
Least-energy solutions of a non-autonomous semilinear problem with a small diffusion coefficient are...
problem with a small diffusion coefficient are studied in this paper. We prove that the solutions wi...
Least-energy solutions of a non-autonomous semilinear problem with a small diusion coecient are stud...
10.1006/jmaa.1996.0272Journal of Mathematical Analysis and Applications2012532-55
AbstractWe consider the problem ε2Δu−uq+up=0 in Ω, u>0 in Ω, u=0 on ∂Ω. Here Ω is a smooth bounded d...
A stochastic system described by a semilinear equation with a small noise is considered. Under suita...
The least energy solutions are de ned as solutions that indicate infi mum value to the energy functi...
Abstract: We study the shape of least-energy solutions to the quasilinear elliptic equation ∊mΔmu − ...
1991 Mathematics Subject Classification. 35B40, 35J20, 35J65.The asymptotic behavior of the least en...
Questa tesi di Dottorato riguarda lo studio dell'esistenza di soluzioni di minima energia e soluzion...
AbstractIn this paper we make the analysis of the blow up of low energy sign-changing solutions of a...
(Communicated by Jerey Rauch) Abstract. We prove a conjecture raised in our earlier paper which says...
AbstractLet Ω be a smooth bounded domain in RN, with N⩾5, a>0, α⩾0 and 2∗=2NN−2. We show that the ex...
We study the location of the peaks of solution for the critical growth problem −ε2∆u+ u = f (u) + u2...
The equation of slow diffusion with singular boundary data is considered. An estimate of all weak so...