ON I-CONVERGENCE OF SEQUENCES OF FUNCTIONS AND UNIFORM CONJUGACY.

In this paper we introduce the notion of I*-α-uniform equal convergence and I*-α-strong uniform equal convergence of sequences of functions and then investigate some lattice properties of ΦI*-α-u:e: and I*-α-s:u:e:, the classes of all functions which are I*-α-uniform equal limits and I*-α-strong uniform equal limits of sequences of functions respectively obtained from a class of functions Φ. We have also shown that I-exhaustiveness, I-uniform and I--convergence of sequences of functions are preserved under uniform conjugacy. [ABSTRACT FROM AUTHOR]