Analysis of a Fractional Plant-Nectar-Pollinator Model with the Exponential Kernel

Abstract

This paper extends the plant-nectar-pollination model to the Caputo-Fabrizio fractional derivative, following which the existence and singularity resolutions of the new model are studies with the Picard-Lindelöf method. Afterwards Hyers-Ulam stability is utilized to analyse the stability of the PNP model. Lastly, Adam-Basford numerical approach is used for numeral resolutions.