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- Q5312666 subject Q8824015.
- Q5312666 abstract "In mathematics, the Duistermaat–Heckman formula, due to Duistermaat and Heckman (1982), states that the pushforward of the canonical (Liouville) measure on a symplectic manifold under the moment map is a piecewise polynomial measure. Equivalently, the Fourier transform of the canonical measure is given exactly by the stationary phase approximation.Berline & Vergne (1982) and, independently, Atiyah & Bott (1984) showed how to deduce the Duistermaat–Heckman formula from a localization theorem for equivariant cohomology.".
- Q5312666 wikiPageExternalLink the-harish-chandra-itzykson-zuber-integral-formula.
- Q5312666 wikiPageWikiLink Q1064500.
- Q5312666 wikiPageWikiLink Q1936897.
- Q5312666 wikiPageWikiLink Q19597765.
- Q5312666 wikiPageWikiLink Q2667573.
- Q5312666 wikiPageWikiLink Q32229.
- Q5312666 wikiPageWikiLink Q3532121.
- Q5312666 wikiPageWikiLink Q5384738.
- Q5312666 wikiPageWikiLink Q6897118.
- Q5312666 wikiPageWikiLink Q8824015.
- Q5312666 comment "In mathematics, the Duistermaat–Heckman formula, due to Duistermaat and Heckman (1982), states that the pushforward of the canonical (Liouville) measure on a symplectic manifold under the moment map is a piecewise polynomial measure.".
- Q5312666 label "Duistermaat–Heckman formula".