Since fractional analysis has attracted considerable interest by virtue of their ability to
 model complex phenomena, it is crucial to investigate properties derivatives. In
 this research, accordingly, we first give the extension Flett’s theorem and Sahoo Riedel
 conformable derivative as a variety mean value theorem.

Abstract The fundamental objective of this article is to investigate about the boundary value problem with uses a generalized conformable fractional derivative introduced by Zarikaya et al. ( On calculus , TWMS J. App. Eng. Math. 9 (2019), no. 4, 792–799, http://jaem.isikun.edu.tr/web/images/articles/vol.9.no.4/11.pdf ). In development article, using classical methods calculus, we find definiti...

Our aim is to construct distinct types of novel traveling wave solutions for the nonlinear conformable time-fractional coupled Konno–Oono equation in a magnetic field utilizing qualitative analysis dynamical system that corresponds Hamiltonian system. The influences fractional-order derivative on addition parameters waveform are investigated. Furthermore, He’s variational technique has been app...

In this study, the effect of fractional derivatives on curves, whose application area is increasing day by day, investigated. While investigating effect, conformable derivative, which best suits algebraic structure differential geometry, selected. As a result, many special curves and Frenet frame previously obtained using classical have been redefined with help derivatives.

The main focus of this paper is to develop an efficient analytical method obtain the traveling wave fuzzy solution for generalized Hukuhara conformable fractional equations by considering type differentiability solution. To achieve this, derivative based on defined, and several properties are brought topic, such as switching points chain rule. After that, a new applied find exact solutions two ...

In this study, the effect of fractional derivatives, whose application area is increasing day by day, on curve pairs investigated. As it known, there are not many studies a geometric interpretation calculus. When examining analysis curve, Conformable derivative that fits algebraic structure differential geometry used. This examined with help examples consistent theory and visualized for differe...

In this paper, we study a class of conformable frictionless contact problems with the surface traction driven by impulsive differential equation. The existence mild solution for hemivariational inequality is obtained Rothe method, subjectivity multivalued pseudomonotone operators and property derivative. Notice that imply some new fractional viscoelastic constitutive laws.