Novel inequalities involving exponentially (α, m)-convex function and fractional integrals

In this paper, an identity involving Riemann-Liouville fractional integrals is newly produced. Some new extensions of integral inequalities are proved with the help of H & ouml;lder, power-mean integral inequalities and newly established identity. Whereas, the absolute values of first derivatives of real valued functions, which are appeared in these inequalities, are exponentially ( $ \alpha,m) $ alpha,m)-convex. Some special cases are discussed and graphical evidences are presented for validity of proved results.