Approximation properties of Bernstein-Stancu operators preserving e−2x

Bernstein-Stancu operators are one of the most powerful tool that can be used in approximation theory. In this manuscript, we propose a new construction which preserve constant and e?2x, x > 0. direction, properties newly defined have been examined sense different function spaces. addition to these, present Voronovskaya type theorem for operators. At end, provide two computational examples demonstrate operator is an procedure.