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President's Award to Distinguished Doctoral Students

  Aleksander Doan, Mathematics

Camilo Rubbini

Dissertation Title:  Monopoles and Fueter sections on three-manifolds

Aleksander Doan is a Ph.D. candidate in the Department of Mathematics, working in the field of differential geometry. In his thesis, he studied the phenomenon of energy concentration for solutions to the equations of gauge theory, and explored a relationship between gauge theory and algebraic geometry.


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