- In the
mathematical field of topology, a
hyperconnected space or
irreducible space is a
topological space X that
cannot be
written as the
union of two...
- is semi-
hyper-
connected or semi-
hyper-κ if any
minimum vertex cut
separates the
graph into
exactly two components. More precisely: a G
connected graph is...
- be
connected, and thus
hyperconnected spaces are also
connected.
Since a
simply connected space is, by definition, also
required to be path
connected, any...
- been
quoted extensively in the
press referring to the
hyperconnected era.
Apart from network-
connected devices such as
landline telephones,
mobile phones...
-
locally connected (indeed,
hyperconnected) but not
locally path
connected. The
lexicographic order topology on the unit
square is
connected and locally...
-
Business School.
McGinnis describes FOBO as a
byproduct of a
hyper-busy,
hyper-
connected world in
which everything seems possible, and, as a result, you...
-
since every such
function is constant. The Sierpiński
space S is both
hyperconnected (since
every nonempty open set
contains 1) and
ultraconnected (since...
-
Continuous linear extension. A
topological space X {\displaystyle X} is
hyperconnected if and only if
every nonempty open set is
dense in X . {\displaystyle...
- ISSN 0099-9660.
Retrieved June 10, 2020. "WHO LET THE
BLOGS OUT?: A
Hyperconnected P**** at the
World of
Weblogs by Biz Stone". publishersw****ly.com. Retrieved...
-
extremally disconnected and
connected.
Another example is
given by the
Sierpinski space,
since it is finite,
connected, and
hyperconnected. The
following spaces...
