Totalization of the Montgomery identity

On the HN-integration of spatial (integral) derivatives of multivector fields with singularities in RN

“…During the last few decades, many researchers focused their attention on the study and generalizations of the Montgomery identity. In 2015., using the total value of the Riemann integral, Sarić and Jakupović [14] establish a generalized Montgomery identity. In the same year, Sarikaya, Filiz and Kiris [17] used a generalized Montogomery identity for the Riemann-Liouville fractional integrals to establish some new Ostrowski type integral inequalities, and Hussain and Rashad [9] generalized n-dimensional Montgomery identity, which they used to subsequently find an Ostrowski type integral inequalities unifying the continuous, discrete and quantum cases.…”