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They play an important role in number theory and topology.
From 1948 to 1980 he was the head of the topology section.
In topology this sort of space is called a 2-complex.
All this kind of information can be described using topology.
Let X be a set given the particular point topology.
The name comes from using a star topology for a local area network.
Such a space is said to have the trivial topology.
The real line can also be given the lower limit topology.
As shown above, this does not always hold in the box topology.
We can, however, change the topology by removing just one point.
All of these topologies have associated small and big sites.
In fact they are a base for the standard topology on the real numbers.
The same holds for the real line with the upper topology.
The real line, with this topology, is a T space.
Let X be an ordered set in the order topology.
Topology began with the investigation of certain questions in geometry.
A network switch is an example of a star topology.
Another benefit is that topology changes are recognized more quickly.
He would usually caution the group not to read topology but simply to use their own ability.
However, this topology has the disadvantage of not being complete.
This conflicts with the use of the term in topology.
This is the first stage of a topology control protocol.
He wrote over 100 papers, mostly in the area of general topology.
There are a number of circuit topologies that can be used for this.
He made important contributions to topology, especially to the study of fundamental groups.