Explore: Bohr Compactification

In mathematics, the Bohr compactification of a topological group G is a compact Hausdorff topological group H that may be canonically associated to G

for t in (−∞, +∞). The Bohr almost periodic functions are essentially the same as continuous functions on the Bohr compactification of the reals. The space

is to characterize the Bohr compactification of an arbitrary abelian locally compact topological group. The Bohr compactification B ( G ) {\displaystyle

reactions from influential Scandinavians, including Bohr. Bohr–Mollerup theorem Bohr compactification Bohr–Favard inequality Danish Mathematical Society List

In mathematics, in general topology, compactification is the process or result of making a topological space into a compact space. A compact space is a

number 107 named after Niels Bohr Bohr bug, a type of software bug Bohr compactification, a mathematical concept due to Harald Bohr This disambiguation page

'against nature'. This happens for example in the theory of the Bohr compactification, and in group cohomology theory of Lie groups. A discrete isometry

objects connected by single arrow. Bohr compactification Compact space – Type of mathematical space Compactification (mathematics) – Embedding a topological

topology Weak topology Compactifications include: Alexandroff extension Projectively extended real line Bohr compactification Eells–Kuiper manifold Projectively

Kronecker's theorem on diophantine approximation Almost periodic function Bohr compactification Wiener's tauberian theorem Representation of a Lie group Unitary