Post-Pandemic Sector-Based Investment Model Using Generalized Liouville–Caputo Type

In this article, Euler’s technique was employed to solve the novel post-pandemic sector-based investment mathematical model. The solution established within framework of new generalized Caputo-type fractional derivative for system under consideration that serves as an example model consists a four fractional-order nonlinear differential equations Liouville–Caputo type. Moreover, existence and uniqueness solutions above order pandemic situations were investigated using well-known Schauder Banach fixed-point theorem technique. stability analysis in context Ulam—Hyers criteria also discussed. Using consideration, conducted. Figures depict behavior classes projected used discuss obtained results. demonstrated results are extremely emphatic simple apply non-linear equations. When parameter (ρ) is changed, asymmetric. current work can attest operator’s suitability use epidemiology real-world problems towards future circumstances.