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| Artist: Nikita Maria Findlay |
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Algebraic Number Theory, Galois Cohomology, Quadratic Forms, Field Theory,
Brauer Groups, Algebraic K-Theory, Algebraic Geometry, and Algebraic Topology
Current research interests:
Bloch-Kato conjecture, quadratic forms, Galois groups and cohomology, Grothendieck's
anabelian geometry, zeta functions, analytic pro-p-groups, algebraic K-theory,
cohomology of finite p-groups, Galois groups of maximal p-extensions with given
set of ramification points, stable homotopy category and Freyd's generating hypothesis.
I am also very interested in both finite generation of Tate cohomology and Lie algebras
associated with Galois groups.
SPECIAL EVENTS AND INFORMATION:
THIS PAGE UNDER CONSTRUCTION (September 1, 2009)
"There is no permanent place in this world for ugly mathematics,"
wrote Hardy; I believe that it is just as true that there is no place
in this world for unenthusiastic, dour mathematicians. Do mathematics
only if you are passionate about it...
-Belá Bollobás
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