Publication Date
5-29-1963
Abstract
A convergence function is a correspondence between the filters on a given set S and the subsets of S which specifies which filters converge to which points of S. This concept is defined to include types of convergence which are more general than that defined by specifying a topology on S. Thus a convergence function may be regarded as a generalization of a topology.
Degree Name
Mathematics
Level of Degree
Doctoral
Department Name
Mathematics & Statistics
First Committee Member (Chair)
Jorg Mayer-Kalkerschmidt
Second Committee Member
Donald Ward Dubois
Third Committee Member
Morris S. Hendrickson
Fourth Committee Member
Ignace I. Kolodner
Project Sponsors
National Science Foundation
Language
English
Document Type
Dissertation
Recommended Citation
Kent, Darrell C.. "Convergence Functions and Their Related Topologies." (1963). https://digitalrepository.unm.edu/math_etds/127
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