Uniqueness of entire function sharing two values jointly with its differential polynomials

In this paper, we continue to investigate the uniqueness problem when an entire function $f$ and its linear differential polynomial $L(f)$ share two distinct complex values CMW (counting multiplicities in the weak sense) jointly. Also, We investigate the same problem when $f$ and its differential monomial $M(f)$ share two distinct complex values CMW, which is introduced by Lahiri in [Comput. Methods Funct. Theory, 21, 379--397 (2021)]. Our results generalize the recent result of Lahiri [Comput. Methods Funct. Theory, 21, 379--397 (2021)] to some extent. KCI Citation Count: 0