A Uniqueness Result for Δu - λu + V(⃒x⃒)u^P = 0 on ℝ²

Articles in the same Issue

1. A Uniqueness Result for Δu - λu + V(⃒x⃒)u^P = 0 on ℝ²
2. Applications of Sub-Supersolution Theorems to Singular Nonlinear Elliptic Problems
3. On the Well-Posedness of a Class of Vector Schrödinger Equations
4. Almost Periodic Solutions of Monotone Second-Order Differential Equations
5. The Sturm-Liouville Hierarchy of Evolution Equations
6. Estimates of the Green’s Function and its Regular Part on Heisenberg Group Domains
7. Heteroclinic Solutions to Asymptotically Autonomous Equations via Continuation Methods
8. On the Persistence of Decay Properties for the b−Family of Equations
9. Dynamics of Periodic Second-Order Equations Between an Ordered Pair of Lower and Upper Solutions
10. Regularity of the Extremal Solutions in a Gelfand System Problem
11. On the Necessity of theWiener Condition for Singular Parabolic Equations with Non-standard Growth