FUNDAMENTALNAYA
I PRIKLADNAYA MATEMATIKA
(FUNDAMENTAL AND APPLIED MATHEMATICS)
2001, VOLUME 7, NUMBER 3, PAGES 839-847
A. G. Pinus
Abstract
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It is proved that for any faithful conditional variety $\mathfrak M$
with unique constant algebra there exist a conditionally
complete conditional variety $\mathfrak M^{\mathrm c}$ and
a polyinjective
functor $F$ which isomorphically embedds the embedding
category $\overset{\rightarrowtail}{\mathfrak M}$ into the embedding
category $\overset{\rightarrowtail}{\mathfrak M^{\mathrm c}}$ .
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Last modified: December 23, 2001