
Question
for every filter objects
and
and a funcoid
?




See Algebraic General Topology for definitions of used concepts.
Bibliography
*Victor Porton. Algebraic General Topology
* indicates original appearance(s) of problem.
Importance: Medium ✭✭ |
Author(s): | Porton, Victor |
Subject: | Topology |
Keywords: | direct product of filters |
outer reloid |
Recomm. for undergrads: no |
Posted | by: | porton |
on: | December 3rd, 2010 |
See Algebraic General Topology for definitions of used concepts.
*Victor Porton. Algebraic General Topology