Normalized solutions for a kind of Schrödinger equations with general potential and mass-supercritical

Key Points

• Normalized solutions address mass-supercritical Schrödinger equations effectively under general potential.
• Key evidence includes the demonstration of unique behaviors of solutions under varying conditions and potentials.
• Analysis of the Schrödinger equations framework reveals limitations in potential interactions, especially in mass-supercritical ranges.
• Findings imply broader applications and theoretical considerations for quantum mechanical models, calling for further exploration.