Access Type
Open Access Dissertation
Date of Award
January 2024
Degree Type
Dissertation
Degree Name
Ph.D.
Department
Mathematics
First Advisor
Luca Candelori
Abstract
Given a monodromy representation of the projective line minus a finite number of points, one can extend the resulting vector bundle with connection map canonically to a vector bundle with logarithmic connection map over all of the projective line. Now, since vector bundles split as twisting sheaves over the projective line, the focus of this work regards knowing the exact decomposition.
Recommended Citation
Yepez, Diego, "Computing The Roots Of Twisting Sheaves Over The Projective Line Arising From Monodromy Representations" (2024). Wayne State University Dissertations. 4068.
https://digitalcommons.wayne.edu/oa_dissertations/4068