NEW PERSPECTIVES
ON SYZ MIRROR SYMMETRY
Imperial College London
The workshop is postponed due to the COVID-19 epidemic
Due to the COVID-19 outbreak, we decided to postpone the event. We apologize for all the inconvenience that this decision might cause. We are confident that it will be possible to reschedule the workshop to a later date. We will discuss this and make new plans without any hurry, and will then inform you.
The workshop provides an international forum for recent advances in mirror symmetry, with an emphasis on the celebrated SYZ conjecture. Various approaches to this conjecture, based on algebraic, symplectic and non-archimedean geometry, will be presented. Along with more focused research-oriented talks, there will be special talks aimed at establishing links among different points of view .
Speakers
Sébastien Boucksom - École Polytechnique, Paris
Pierrick Bousseau - ETH, Zürich
Mark Gross - Cambridge
Tamas Hausel - IST Austria
Anne-Sophie Kaloghiros - Brunel
Alexander Kasprzyk - Nottingham
Johannes Nicaise - Imperial College, London
Thomas Prince - Oxford
Konstanze Rietsch - King’s College, London
Giulia Saccà - Columbia, USA
Ivan Smith - Cambridge
Dimitri Wyss - EPF, Lausanne
Tony Yue Yu - Paris Sud
Organisers
Hülya Argüz - Versailles-Paris Saclay
Tom Coates - Imperial College, London
Mirko Mauri - MPIM, Bonn
Enrica Mazzon - MPIM, Bonn
Scientific committee
Alessio Corti - Imperial College, London
Ailsa Keating - Cambridge
Bernd Siebert - Austin, USA
Richard Thomas - Imperial College, London
Contact
imperial[dot]syz[at]gmail[dot]com
We gratefully acknowledge funding and support from Heilbronn Institute for Mathematical Research, the London Mathematical Society and Foundation Compositio Mathematica. This project has received funding from the European Research Council (ERC) under the European Union's Horizon 2020 research and innovation programme under grant agreement N. 682603, and from the Engineering and Physical Sciences Research Council (EPSRC) under the standard grant Mirror symmetry, Berkovich spaces and the Minimal Model Programme.