STUDY OF COMPARATIVE ANALYSIS OF RELATIVE BITOPOLOGICAL AND TOPOLOGICAL PROPERTIES

Abstract

We critically examine relative bitopological inductive and covering dimension functions as well as to relative versions of Baire spaces for both the topological and the bitopological case. We show here that relative (bi) topological properties play a special role not only in the development of respective biotopological theories, but also generalise some of the known results. We extend it to the bitopological modifications of various types of relative regularity, relative complete regularity and relative regularity.