In this paper, we prove an identity for differentiable convex functions related to conformable fractional integrals. Moreover, some parameterized inequalities are established by using To be more precise, obtained taking advantage of the convexity, Hölder inequality, and power mean inequality. Furthermore, previous new results presented special cases theorems.

We investigated several novel conformable fractional gamma-nabla dynamic Hardy–Hilbert inequalities on time scales in this study. Several continuous and their corresponding discrete analogues the literature are combined expanded by these inequalities. Hölder’s inequality a few algebraic used to demonstrate our findings.

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 ...