GENERALIZED OSTROWSKI INTEGRAL INEQUALITY WITH WEIGHTS FOR SECOND ORDER DIFFERENTIABLE MAPPINGS.

We have proved a generalized integral inequality of Ostrowski's type using weights with parameters for differentiable mapping whose second order derivatives are bounded and first order derivatives are absolutely continuous. Further, we obtained number of new results as special cases. We also stated applications of our work in Numerical Quadrature rules and Probability Theory. [ABSTRACT FROM AUTHOR]