This paper investigates the existence of solutions for infinitely many points boundary value problems at resonance with dimkerL=2 regarding fractional differential equations on an unbounded domain. By the well-known coincidence degree theory of Mawhin, it is shown that the considered system under certainly conditions admits at least one solution. An example to illustrate the applicability of the given conditions is also given.
- Coincidence degree theory
- Fractional differential equations
- Infinitely many points
- Unbounded domain