Publication Date
5-17-1967
Abstract
In this paper we derive some first results on convergence algebras, which are universal algebras with a convergence structure. The first concept was defined some time ago and a unified study of it is available in [4]. Convergence functions were first defined in [7] and have been studied in further works by Kent and others. Kent also investigated the results of imposing a convergence structure on an algebraic structure, in the special case of convergence groups [8]. Our results on loops and quasigroups extend some of his.
Degree Name
Mathematics
Level of Degree
Doctoral
Department Name
Mathematics & Statistics
First Committee Member (Chair)
Illegible
Second Committee Member
Lambert Herman Koopmans
Third Committee Member
Eugene Francis Steiner
Language
English
Document Type
Dissertation
Recommended Citation
Carstens, Allan Matlock Weber. "Convergence Relations On Universal Algebras.." (1967). https://digitalrepository.unm.edu/math_etds/227
