Tuesday, November 30 |
Transformation Groups Seminar
Time: 09:30
Speaker: Rafael Gomes (Western) Title: "Localization Theorem for Equivariant Cohomology" Room: WSC 184 & online Abstract: The Localization Theorem is a very convenient tool to compute the equivariant cohomology of $G$-spaces. It provides an isomorphism between the localized equivariant cohomology of a $G$-space (with respect to $S$) and the localized equivariant cohomology of its $G$-fixed points. We then have a complete description of the equivariant cohomology of $X$ up to $S$-torsion. In this talk, we review some properties regarding Localization (in algebra), then explain the statement of the Localization Theorem and finally give some examples of its applications. Meeting ID: 997 4840 9440 Passcode: 911104Random Matrix Theory Seminar
Time: 14:30
Speaker: Masoud Khalkhali (Western) Title: "Planck length, noncommutative spaces, and random matrix theory" Room: MC 106 Abstract: |
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the University of Western Ontario
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