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- Weak_trace-class_operator abstract "In mathematics, a weak trace class operator is a compact operator on a separable Hilbert space H with singular values the same order as the harmonic sequence.When the dimension of H is infinite the ideal of weak trace-class operators has fundamentally different properties than the ideal of trace class operators. The usual operator trace on the trace-class operators does not extend to the weak trace class. Instead the ideal of weak trace-class operators admits an infinite number of linearly independent quasi-continuous traces, and it is the smallest two-sided ideal for which all traces on it are singular traces.Weak trace-class operators feature in the noncommutative geometry of French mathematician Alain Connes.".
- Weak_trace-class_operator wikiPageExternalLink book94bigpdf.pdf.
- Weak_trace-class_operator wikiPageExternalLink 177778.
- Weak_trace-class_operator wikiPageID "40116145".
- Weak_trace-class_operator wikiPageRevisionID "576249546".
- Weak_trace-class_operator subject Category:Hilbert_space.
- Weak_trace-class_operator subject Category:Operator_algebras.
- Weak_trace-class_operator subject Category:Von_Neumann_algebras.
- Weak_trace-class_operator comment "In mathematics, a weak trace class operator is a compact operator on a separable Hilbert space H with singular values the same order as the harmonic sequence.When the dimension of H is infinite the ideal of weak trace-class operators has fundamentally different properties than the ideal of trace class operators. The usual operator trace on the trace-class operators does not extend to the weak trace class.".
- Weak_trace-class_operator label "Weak trace-class operator".
- Weak_trace-class_operator sameAs m.0x1xd7y.
- Weak_trace-class_operator sameAs Q17104648.
- Weak_trace-class_operator sameAs Q17104648.
- Weak_trace-class_operator wasDerivedFrom Weak_trace-class_operator?oldid=576249546.
- Weak_trace-class_operator isPrimaryTopicOf Weak_trace-class_operator.