Hybrid Fuzzy Contraction Theorems with Their Role in Integral Inclusions

The focus of this paper is to establish a new concept b-hybrid fuzzy contraction regarding the study fixed-point theorems in setting b-metric spaces. This idea harmonizes and refines several well-known results direction point-valued, multivalued, fuzzy-set-valued maps comparable literature. To attract researchers field, some important are shown be corollaries. Moreover, result presented sufficient conditions for existence solutions integral inclusion Fredholm type. Lastly, illustrations validate suppositions given theorems.