Abstract
The theory of cartesian closed monotopological hull of a category can be developed in analogy to that of the cartesian closed topological hull. The main objective of this paper is to describe these hulls in terms of one another. On the local level, a comparison between the cartesian objects of a monotopological category and the cartesian objects of its MacNeille completion is carried out. The cartesian closed monotopological hulls of several well-known subcategories of Top are determined.
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