Fractional multipoint boundary value problems at resonance with kernel dimension greater than one

Based on the well‐known coincidence degree theory of Mawhin, we have obtained a new existence result for a class of fractional boundary value problems at resonance when the differential operator has kernel 2. An example of an application supports our result.

• fractional differential equations
• multi-point boundary value problems
• resonance
• coincidence degree theory
• kernel dimension
• existence of solutions

• Nonlinear Differential Equations Analysis
• Differential Equations and Boundary Problems
• Fractional Differential Equations Solutions
• fractional differential equations
• multi-point boundary value problems
• resonance
• coincidence degree theory
• kernel dimension
• existence of solutions
• Applied Mathematics
• Modeling and Simulation
• Mathematics