Invited Speakers

 

Diletta Martinelli is an assistant professor working at the University of Amsterdam, her field of research is algebraic geometry with a special focus on higher dimensional birational geometry and the Minimal Model Program. She graduated from Imperial College London in November 2016 and she then held postdoctoral positions at the University of Edinburgh, MSRI Berkeley and the University of Glasgow, before arriving in Amsterdam in October 2019. In the past years she has been involved in a variety of projects in the Global South. She taught masterclasses in several African countries and in Pakistan and has supervised several international students. She is now leading a project involving several international partners aimed at creating a new mathematics master program at the University of Rwanda in Kigali. Since November 2023 she has an official appointment for the Faculty of Science at the University of Amsterdam to coordinate academic projects in collaboration with institutions in the Global South.


Cinzia Casagrande is a full professor at  the University of Turin working in Algebraic Geometry. One of her main area of interest is Birational Geometry. 


She received her doctorate from University of  La Sapienza (Rome) in 2003 under the supervision of Lucia Caporaso. Cinzia Casagrande worked as a researcher at the University of Pisa and the University of Pavia.

Federica Pasquotto received her PhD in 2004 from Leiden University, where she worked under the supervision of Hansjoerg Geiges. She has been working on Leiden, Cologne and Amsterdam. Her research interests lie in symplectic topology: in particular, she works on applications of symplectic and contact topology to Hamiltonian dynamics, and on symplectic topology of isolated algerbaic singularities. She is currently assistant professor and student coach at Leiden University.

Alessandra Sarti

Alessandra Sarti is full professor at the University of Poitiers  

(France) since 2008.

She is interested in algebraic geometry, more precisely in K3  

surfaces, Calabi-Yau manifolds and

Hyperkähler manifolds.

She did her PhD thesis at the University of Erlangen-Nürnberg  

(Germany) in 2001 under the supervision of Wolf Barth and her  

habilitation in 2007 at the University of Mainz (Germany).

She has been temporary professor at the University of  

Erlangen-Nürnberg and visiting professor

at the University of Buenos Aires (Argentina).

 From 2016 to 2021 she was director of the Laboratoire de  

Mathématiques et Applications,

of the University of Poitiers and since 2022 she is scientific deputy  director for mathematics at CNRS.

Alice Pozzi is a lecturer at the University of Bristol. She is interested in algebraic number theory, with a focus on questions about special values of L-functions, the Langlands program, and explicit class field theory via p-adic methods. She earned her PhD from McGill University in 2019, with a thesis on the geometry of the eigencurve at Eisenstein weight one points, supervised by Henri Darmon and Payman Kassaei. After holding postdoctoral positions at University College London and Imperial College London, she began her current role as a lecturer at Bristol in 2023.

 Sarah Zerbes is a professor at ETH Zurich working in algebraic number theory. She received her doctorate from Cambridge in 2005 under the supervision of Professor John Coates. Together with her husband David Loeffler (Universite de Distance Suisse) she has been working on the Bloch—Kato and the Birch—Swinnerton-Dyer conjectures; in 2022 they gave a joint talk at the ICM. In her spare time, Sarah is a keen mountaineer and rock climber, and she is studying Latin as a living language. 

Jenny is the Maths Adviser within the Student Learning Development team at the University of Glasgow where her role involves supporting students from across the whole university with the mathematical elements of their studies. Prior to this, Jenny completed her PhD at the University of Edinburgh under the supervision of Michael Wemyss and has three years of postdoc experience. During this time, her research lay in representation theory and was inspired by the interplay between noncommutative algebra and birational geometry.

Min Lee is working on problems in number theory with methods from analysis and various areas in mathematics. She is mainly interested in automorphic forms, their L-functions, and trace formulas. Min Lee received a Ph.D. in 2011 at Columbia University. She worked as a postdoc at Brown University and the University of Bristol. She has been a Royal Society University Research Fellow at Bristol since 2017.