Conformable fractional derivatives and applications to Newtonian dynamic and cooling body law

Abstract

This article presents a rigorous review of the conformable fractional derivative given by J. E. Napoles in [11], studying its classical properties, as a differential operator. Likewise, applications are given to Physics, specifically to the free fall of bodies and Newton’s law of cooling.

Keywords

• fractional derivatives
• nápoles’ fractional derivative
• free fall of bodies