Biography
I'm working on understanding the variation of motivic fundamental groups of exponential motives H^1(X, f) where X is a fixed algebraic variety and f is a regular function.
Research interests
- Algebraic geometry
- Number theory
- Motives
PhD supervision
Principal Supervisor: Dr Peter Jossen
Further information
Research
Geometry
Members of the Geometry Group carry out research on topics within the following areas: algebraic geometry, cohomology theories, differential geometry, geometric analysis, homogeneous space, Lie groups, mirror symmetry, and symplectic geometry.
Number Theory
King's College London has a strong tradition of research in number theory, and this continues today with a particular emphasis on algebraic and representation-theoretic aspects of the subject.
Research
Geometry
Members of the Geometry Group carry out research on topics within the following areas: algebraic geometry, cohomology theories, differential geometry, geometric analysis, homogeneous space, Lie groups, mirror symmetry, and symplectic geometry.
Number Theory
King's College London has a strong tradition of research in number theory, and this continues today with a particular emphasis on algebraic and representation-theoretic aspects of the subject.