On generalized Voigt function and its associated properties

In the present manuscript, we aim to present a new type of the generalized Voigt function, and investigate its series representations. By using the series representations of our function, we also point out some generating relations associated with the Kampé de Fériet function, Srivastava's triple hypergeometric series, confluent hypergeometric functions of one and two variables, and generalized hypergeometric function. Furthermore, two interesting recurrence relations of our introduced Voigt function are also indicated.