On new fixed point theorems for three types of (α, β)-(ψ, θ, φ)-multivalued contractive mappings in metric spaces.

Our goal in this paper is to present three classes of cyclic (α, β)-(ψ, θ, φ)-admissible multivalued mappings, and then prove the existence of fixed point in a complete metric space. Our results generalize and extend several works. Two examples were added to support our work. [ABSTRACT FROM AUTHOR]