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Principal noncommutative torus bundles
Siegfried Echterhoff,
Ryszard Nest
, Herve Oyono-Oyono
Department of Mathematical Sciences
Overview
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Dive into the research topics of 'Principal noncommutative torus bundles'. Together they form a unique fingerprint.
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Mathematics
Noncommutative Torus
100%
Bundle
58%
Torus
18%
Trivial
12%
Morita Equivalence
9%
K-theory
8%
Fibration
8%
Group Action
7%
Equivariant
7%
C*-algebra
7%
Analogue
5%
Necessary Conditions
4%
Characterization
4%
Sufficient Conditions
3%