Real rank (C*-algebras)

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In mathematics, the real rank of a C*-algebra is a noncommutative analogue of Lebesgue covering dimension. The notion was first introduced by Lawrence G. Brown and . rdf:langString
rdf:langString Real rank (C*-algebras)
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rdf:langString In mathematics, the real rank of a C*-algebra is a noncommutative analogue of Lebesgue covering dimension. The notion was first introduced by Lawrence G. Brown and .
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dbpedia:Morita_equivalence
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dbpedia:Locally_compact_space
dbpedia:Direct_limit
dbpedia:Graph_C*-algebra
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