Multiple normalized solutions for a class of dipolar Gross-Pitaveskii equation with a mass subcritical perturbation

Key Points

• Multiple normalized solutions exist for the dipolar gross-pitaveskii equation in R^3, indicating complex dynamics.
• The number of normalized solutions corresponds to the number of global minimum points of the external potential.
• Variational methods are employed to establish the results under specific conditions on the external potential.
• The findings imply significant behaviors related to perturbations and potentials in mathematical physics.