We study existence and properties of ground states for the nonlinear Schrödinger equation
with combined power nonlinearities− Δ u= λ u+ μ| u| q− 2 u+| u| p− 2 u in RN, N≥ 1, having …

We study existence and properties of ground states for the nonlinear Schrödinger equation
with combined power nonlinearities− Δ u= λ u+ μ| u| q− 2 u+| u| 2⁎− 2 u in RN, N≥ 3, having …

The paper deals with the existence of normalized solutions to the system {− Δ u− λ 1 u= μ 1 u
3+ β uv 2 in R 3− Δ v− λ 2 v= μ 2 v 3+ β u 2 v in R 3∫ R 3 u 2= a 1 2 and∫ R 3 v 2= a 2 2 for …

We study the normalized solutions of the fractional nonlinear Schrödinger equations with
combined nonlinearities (-Δ)^ su= λ u+ μ| u|^ q-2 u+| u|^ p-2 u\quad in~ R^ N,(-Δ) su= λ u+ μ …

We prove the existence of infinitely many solutions λ _1, λ _2 ∈ R λ 1, λ 2∈ R, u, v ∈ H^ 1
(R^ 3) u, v∈ H 1 (R 3), for the nonlinear Schrödinger system-Δ u-λ 1 u= μ u 3+ β uv 2 in R 3 …

This paper is concerned with the existence of normalized solutions of the nonlinear
Schrödinger equation− Δ u+ V (x) u+ λ u=| u| p− 2 u in RN in the mass supercritical and …

We consider the system of coupled elliptic equations {− Δ u− λ 1 u= μ 1 u 3+ β uv 2− Δ v− λ 2
v= μ 2 v 3+ β u 2 v in R 3, and study the existence of positive solutions satisfying the …

In the present paper, we prove the existence of solutions (λ _1, λ _2, u, v) ∈ R^ 2 * H^ 1 (R^
3, R^ 2)(λ 1, λ 2, u, v)∈ R 2× H 1 (R 3, R 2) to systems of coupled Schrödinger equations-Δ …

In present paper, we prove the existence of solutions (λ, u)∈ R× H 1 (RN) to the following
Schrödinger equation {− Δ u (x)+ V (x) u (x)+ λ u (x)= g (u (x)) in RN 0≤ u (x)∈ H 1 (RN), N≥ …

Multiple positive normalized solutions for nonlinear Schrödinger systems Page 1 Nonlinearity
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