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Filtering by: Keyword Geometric Langlands Keyword Motivic homotopy theory Keyword Ran space Resource type Dissertation

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1. Motivic Contractibility of the Space of Rational Maps.

Description:: The moduli stack of bundles on a smooth complete curve over a field, is an immensely rich geometric object and is of central importance to the Geometric Langlands program. This thesis represents a contribution towards a motivic, in the sense of Voevodsky and Morel-Voevodsky, understanding of this stack. Following the...
Keyword:: Space of rational maps, Ran space, Motivic homotopy theory, Motives, and Geometric Langlands
Subject:: Mathematics
Creator:: Elden Elmanto
Owner:: Scholarly Digital Publishing
Date Uploaded:: 11/19/2019
Date Modified:: 11/19/2019
Date Created:: 2018-01-01
Resource Type:: Dissertation