A Cs\'asz\'ar frame is said to be proximal if it is symmetric, strong and regular. Our aim in this paper is to apply the methods used by Banaschewski and Mulvey in constructing the Stone-C\'ech compactification of completely regular locale to construct a compactification of a proximal Cs\'asz\'ar frame.
Keywords and Phrases
(proximal) Cs\'asz\'ar frame, compactification, dense homomorphism.
A.M.S. subject classiﬁcation
06D06, 54D35, 54A15.