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    Conformable fractional Newton-type inequalities with respect to differentiable convex functions
    (Springer, 2023) uenal, Cihan; Hezenci, Fatih; Budak, Hueseyin
    The authors propose a new method of investigation of an integral identity according to conformable fractional operators. Moreover, some Newton-type inequalities are considered for differentiable convex functions by taking the modulus of the newly established equality. In addition, we prove several Newton-type inequalities with the aid of Holder and power-mean inequalities. Furthermore, several new results are given by using special choices of the obtained inequalities. Finally, we give several inequalities of conformable fractional Newton-type for functions of bounded variation.