In this paper, we introduce the concept of *-fuzzy congruence relation on a pseudo-complemented almost distributive lattice and we provide a necessary and sufficient condition for a fuzzy congruence to be a *-fuzzy congruence. We also introduce the concept of kernel fuzzy ideals in terms of *-fuzzy congruence. Moreover, we give a set of equivalent condition for a fuzzy ideal to be a kernel fuzzy ideal. We show that every fuzzy filter of a pseudo-complemented ADL is a cokernel of some *-fuzzy congruence.