A Hyers-Ulam stability analysis for classes of Bessel equations

Mathematical modeling helps us to better understand different natural phenomena. Modeling is most of the times based on consideration appropriate equations (or systems equations). Here, differential are well-known be very useful instruments when building mathematical models - specially because that use derivatives offers several interpretations associated with real life laws. Differential classified characteristics and, in this way, allow possibilities models. In paper we will concentrated analysing certain stability properties classes Bessel equations. fact, main aim work seek adequate conditions derive kinds stabilities for equation and modified by considering a perturbation trivial solution. sufficient obtained order guarantee Hyers-Ulam-Rassias, ?-semi-Hyers-Ulam Hyers-Ulam those