Title of article
On saturated prefilter monads
Author/Authors
Zhang ، Gao School of Mathematical Science - Nanjing Normal University , He ، Wei Institute of Mathematics - Nanjing Normal University
From page
19
To page
41
Abstract
In this paper we show that the prime saturated prefilter monads are sup-dense and interpolating in saturated prefilter monads. It follows that CNS spaces are the lax algebras for prime saturated prefilter monads. As for the algebraic part, we prove that the Eilenberg-Moore algebras for saturated prefilter monads are exactly continuous I-lattices.
Keywords
Eilenberg , Moore algebra , prime saturated prefilter monad , saturated prefilter monad
Journal title
Categories and General Algebraic Structures with Applications
Journal title
Categories and General Algebraic Structures with Applications
Record number
2737273
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