ON EXISTENCE AND STABILITY OF SOLUTIONS FOR -HILFER PROPORTIONAL FRACTIONAL HYBRID LANGEVIN PROBLEMS WITH NONLOCAL BOUNDARY CONDITIONS

Key Points

• Solutions for nonlocal boundary conditions show stability under fractional hybrid models.
• Existence theorems support the underlying mathematical basis for these solutions, enhancing field insights.
• Mathematical analysis unveils the interplay between Langevin problems and their fractional components.
• Findings may enable further developments in probability theory and differential equations across domains.