On fractional calculus of the bivariate Mittag-Leffler function

This article deals with a study of some fractional calculus properties of the bivari-ate Mittag-Leer functions including the fractional integrals and derivatives and the singular integral equation involving the bivariate Mittag-Leer functions in the kernel. Further, we introduce a fractional integral operator involving bivariate Mittag-Leer functions in the kernel. Also, we discuss the links of our ndings with known cases.