Some properties of solutions of a linear set-valued differential equation with conformable fractional derivative

Abstract

The article explores a linear set-valued differential equation featuring both conformable fractional and generalized conformable fractional derivatives. It presents conditions for the existence of solutions and provides analytical expressions for the shape of solution sections at different time points. Model examples are employed to illustrate the results.

Keywords

• conformable fractional derivative
• set-valued differential equation
• hukuhara derivative
• generalized derivative