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Complex Analysis

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  • Arijit Dey: Homotopic properties of the canonical torsor on the Grassmannians

Arijit Dey: Homotopic properties of the canonical torsor on the Grassmannians

Jun 25, 2014 | 04:15 PM

Abstract:

We consider vector bundles and GL_n-torsors and focus on the example of the Grassmannian Gr_n of n-planes. By taking the colimit over n, we obtain the infinite Grassmannian Gr. We prove that the canonical torsor over the infinite Grassmannian Gr is a fibration and that Gr is fibrant. Similarly, we see that the infinite projective space is fibrant.

Further details: http://userpage.fu-berlin.de/hoskins/seminar.html [userpage.fu-berlin.de]

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Jun 25, 2014 | 04:15 PM

SR 005, Arnimallee 3

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