see this paper

Article Conformable Fractional Derivatives and It Is Applications fo...

Best luck

Hello,

I think this is the negative point of fractional calculus because their field of application is very poor.

Ammar.

Hello,

Recently, a series of papers have been published in which some new concepts of fractional derivatives are introduced, such as: conformable fractional derivative, deformable derivative or α-derivative, M-fractional derivative, Katugampola fractional derivative and so on.

In my opinion, but also that of other mathematicians, these types of fractional derivatives have no mathematical or physical relevance.

Attached please find a file with some remarks about this type of fractional derivatives.

Also, see the paper: Article No Violation of the Leibniz Rule. No Fractional Derivative

Sincerely yours,

Vasile Lupulescu

Yes. There are only few real life applications

see this paper

Article Conformable Fractional Derivatives and It Is Applications fo...

Best luck