Degenerate elliptic equations involving a Hardy potential and nonlinear singularity

Key Points

• The study explores the behavior of degenerate elliptic equations under Hardy potential, highlighting their implications for boundary conditions.
• Key findings indicate that the nonlinear singularity affects the solutions significantly, particularly under certain conditions.
• Analysis of the boundary value problem reveals important insights into the nature of solutions and their stability.
• The findings may enable new approaches to tackle complex mathematical models in physics and engineering.