Fractional operators find their applications in several scientific and engineering processes.We consider a fractional guava fruit model involving a non-local additionally non-singular fractionalderivative for the interaction into guava pests and natural enemies. The fractional guava fruit model isconsidered as a Lotka-Volterra nature.Objectives:The main objective of this work is to study a guava fruit model associated with a non-localadditionally non-singular fractional derivative for the interaction into guava pests and natural enemies.Methods:Existence and uniqueness analysis of the solution is evaluated effectively by using PicardLindelof approach. An approximate numerical solution of the fractional guava fruit problem is obtainedvia a numerical scheme.
