Abstract:
Special function generalizing Mittag-Leffler-type function for two variables is considered. Integral representations for this function in different variation range of arguments for a certain value of parameters is obtained. Asymptotic formulas and asymptotic properties of this function for large arguments is established. Theorems for these formulas and these properties are provided.
Keywords:special functions, generalizations Mittag-Leffler-type function for two variables, integral representations, asymptotic expansion formula.