Applications of some new Krasnoselskii-type fixed-point results for generalized expansive and equiexpansive mappings

Abstract We consider Ω as a subset of Banach space W and Λ function into . Let Ϝ be whose image values lie in domain is $\Lambda (\Omega )\times \Omega $ Λ ( Ω ) × or $\Omega \times In this paper, we establish some fixed-point results for generalized expansive equiexpansive operator such that \subseteq \digamma (\Lambda \omega ,\Omega )$ ⊆ Ϝ ω , (\omega apply our to acquire the solutions fractional evolution equations certain types integral equations. demonstrate with examples, plot approximate exact errors.