معرفی
Gregory Sankaran is a Professor of Pure Mathematics at the Department of Mathematical Sciences, University of Bath. His research bridges algebraic geometry, number theory, and computational mathematics.
Research interests include:
- Algebraic geometry (especially moduli spaces of abelian varieties and K3 surfaces)
- Number theory (arithmetic properties of moduli spaces)
- Topology (fundamental groups of compactified varieties)
- Computer science (algorithmic algebraic geometry, cylindrical algebraic decomposition)
Recent publications focus on
- Moduli spaces of abelian varieties (unirationality for g=4,5; stable rationality for g=3)
- Weighted Castelnuovo-Mumford regularity for scrolls
- Algorithmic improvements in CAD decomposition
- Geometric applications of toric varieties and compactifications
Advisory roles:
- Current PhD student Corin Lee (jointly with James Davenport)
- 12 completed PhDs including Al Kasprzyk (toric geometry), Flora Poon (K3 surfaces), and Calla Tschanz (Hilbert schemes)
Professional activities include:
- EPSRC Peer Review College member (2014–)
- EPSRC Strategic Advisory Team (2020–2024)
- Organizer of COW seminar (1992–2018)
- Co-investigator on EPSRC GCRF project EP/T001968/1
- Scientific committee member for ICMS and Nesin Mathematical Village programs
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