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Local Global Principle for non-abelian second Galois cohomology over semi-global fields
Nonabelian second Galois cohomology plays an important role in studying local global priniciples.
Grothendieck used it to prove remarkable results on torsors over algebraic groups for classical
global fields. This was used later in the context of studying local global principles in the context of
fields with Galois groups of virtual cohomological dimension at most one. In this project we aim
to explore using these techniques in the context of studying local global principles for semi-global fields.
Faculty Supervisor:
Sujatha Ramdorai
Student:
Partner:
Sorbonne Université
Discipline:
Mathematics
Sector:
Other
University:
The University of British Columbia
Program:
Globalink Research Award
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