Positive radial solutions of  p -Laplace equations with nonlinear gradient terms on annular domains

Key Points

• The study aims to explore the existence of positive radial solutions for the p-Laplace equation with nonlinear gradient terms.
• Utilized the p-Laplace operator defined on annular domains.
• Applied boundary conditions for radial solutions.
• Conducted mathematical analysis to establish solutions.
• Positive radial solutions were found to exist for the given boundary value problem.
• The existence is affirmed for a specific range of nonlinear gradient terms.