Publication: On Topology Induced by Bohr Compactification
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Abstract
The topology on an abelian group G induced by imbedding into its Bohr compactification is not locally compact if G is infinite and is 0-dimensional for every G. The dimension of the Bohr compactification G** of G is zero if G is bounded and infinite otherwise.
Description
Citation
WoS Q
Q3
Scopus Q
Q3
Source
Indian Journal of Pure & Applied Mathematics
Volume
30
Issue
11
Start Page
1111
End Page
1116