Room: 427
email: This email address is being protected from spambots. You need JavaScript enabled to view it.
Research Interests:
- Birational geometry of moduli spaces of curves
- Brill-Noether theory
- Multigraded Hilbert schemes
Publication:
- H. Keneshlou, F. Tanturri, The unirationality of Hurwitz schemes H_(10,8) and H_(13,7), to appear in Rendiconti Lincei Matematica e Applicazioni.
- H. Keneshlou, F.-O. Schreyer, The unirational components of moduli spaces of 6-gonal genus 11 curves, in preparation.
Macaulay2 Packages:
| FirstOrderDeformations.m2 | Documentation | First order deformation of varieties |
| UnirationalBNSchemes.m2 | Documentation | Construction of curves having three pencils |
| UnirationalComponentOf6GonalGenus11Curves.m2 | Documentation | Construction of genus 11 curves possessing several pencils of degree 6 |
Education:
- 09/2014-10/2018: Ph.D student (DAAD scholarship holder), Universität des Saarlandes
- 09/2011-09/2013: M. Sc. in Mathematics (cum laude), University of Tehran
- 09/2007-07/2011: B. Sc. in Mathematics (magna cum laude), University of Tehran