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- Q5284927 subject Q7451798.
- Q5284927 subject Q8513877.
- Q5284927 subject Q8907073.
- Q5284927 abstract "In mathematics, the Dixmier trace, introduced by Jacques Dixmier (1966), is a non-normal trace on a space of linear operators on a Hilbert space larger than the space of trace class operators. Dixmier traces are examples of singular traces.Some applications of Dixmier traces to noncommutative geometry are described in (Connes 1994).".
- Q5284927 wikiPageExternalLink 1104161823.
- Q5284927 wikiPageWikiLink Q1644451.
- Q5284927 wikiPageWikiLink Q17103311.
- Q5284927 wikiPageWikiLink Q190056.
- Q5284927 wikiPageWikiLink Q203920.
- Q5284927 wikiPageWikiLink Q207643.
- Q5284927 wikiPageWikiLink Q2076913.
- Q5284927 wikiPageWikiLink Q2746792.
- Q5284927 wikiPageWikiLink Q32229.
- Q5284927 wikiPageWikiLink Q7049226.
- Q5284927 wikiPageWikiLink Q7451798.
- Q5284927 wikiPageWikiLink Q806060.
- Q5284927 wikiPageWikiLink Q8513877.
- Q5284927 wikiPageWikiLink Q8907073.
- Q5284927 wikiPageWikiLink Q977297.
- Q5284927 comment "In mathematics, the Dixmier trace, introduced by Jacques Dixmier (1966), is a non-normal trace on a space of linear operators on a Hilbert space larger than the space of trace class operators. Dixmier traces are examples of singular traces.Some applications of Dixmier traces to noncommutative geometry are described in (Connes 1994).".
- Q5284927 label "Dixmier trace".