Seppo Niemi-Colvin, Graduate Student
I study low dimensional topology and particularly knots in three-manifolds. I am particularly interested in the topological properties of generalized algebraic knots: knots which are defined as the links of singularities of normal complex algebraic surfaces with complex curves inside them. I approach them from the angle of knot Floer homology using knot Lattice homology as a tool.
- Contact Info:
Teaching (Fall 2021):
- MATH 122L.006, INTRO CALCULUS II WITH APPLICA
- Class Bldg 240, Tu 01:45 PM-03:00 PM; West Duke 106, MW 12:00 PM-12:50 PM