1 citations · 1 across the 8 of their papers we have counts for
8 papers
Elements of Topological Algebra. III. The Closed Category of Filters
William H. Rowan
We explore the structure of , the category of filters and germs of admissible partial functions. In particular, we show that is a nonsymmetric closed categ…
Uniformities, Superequivalences, and Superuniformities of Algebras in Congruence-Modular Varieties
William H. Rowan
We introduce superequivalence and superuniform spaces.
Commutator theory for uniformities
William H. Rowan
We investigate commutator operations on compatible uniformities of an algebra. We present a commutator operation for compatible uniformities of an algebra in a congruence-modular v…
Modulization and the enveloping ringoid
William H. Rowan
Let A be an algebra in a variety V. We study the modulization of a pointed A-overalgebra P, show that it is totally in any variety that P is totally in, and apply this theory to th…
Abelian extensions of algebras in congruence-modular varieties
William H. Rowan
We define abelian extensions of algebras in congruence-modular varieties. The theory is sufficiently general that it includes, in a natural way, extensions of R-modules for a ring…
Algebras with a compatible uniformity
William H. Rowan
Given a variety of algebras V, we study categories of algebras in V with a compatible structure of uniform space. The lattice of compatible uniformities of an algebra, Unif A, can…