Bivariate Poly-Fubini Polynomials and Numbers of Parameters a,b,c

In this paper, a new class of poly-Fubini polynomials and numbers with a, b, c parameters that generalizes classical Fubini polynomials and numbers is introduced. Fundamental properties of these bivariate polyFubini polynomials such as addition formulas, explicit formulas, derivative and integral formulas and other summation identities are established. Moreover, we also obtain relations of these generalized bivariate poly-Fubini polynomials with the classical Fubini polynomials and numbers, bivariate Fubini polynomials, Stirling numbers of the second kind and other special polynomials and numbers.