Javier SendraArranz
PhD Student
I am a first year PhD student under the supervision of Daniele Agostini at the Max Planck Institute for Mathematics in the Sciences in Leipzig (Germany) working in the Max Planck research group in Algebraic Geometry. My position is jointly supported by the MPI MIS and "La Caixa" Postgraduate Fellowships Abroad.
About me
I completed my bachelor degree in Mathematics at Universidad Complutense de Madrid, Spain. Afterwards I moved to Bonn, Germany, where I completed the Master in Mathematics at the University of Bonn. My master thesis is entitled GromovWitten theory of elliptic curves and K3 surfaces and it was jointly supervised by Georg Oberdieck and Johannes Schmitt.
Currently, I am a first year PhD student at the Max Planck Institute for Mathematics in Science (MPI MIS), in the Max Planck research group in Algebraic Geometry, under the supervision of Daniele Agostini. My position is jointly supported by the MPI MIS and "La Caixa Postgraduate Fellowships Abroad".
My research interest lies in the field of Algebraic Geometry from a theoretical, computational or applied point of view. In particular, among others, I am interested in algebraic curves, enumerative geometry, Moduli spaces, GromovWitten theory and applications of Algebraic Geometry to game theory.
Publications and Preprints

Recovery of Plane Curves from Branch Points (2022). Daniele Agostini, Hannah Markwig, Clemens Nollau, Victoria Schleis, Javier SendraArranz, and Bernd Sturmfels. arXiv:2205.11287

Nash Conditional Independence Curve (2022). Irem Portakal and Javier SendraArranz. arXiv:2206.07000
Upcoming Activities

MEGA 2022, Kraków

GIT Reading Group, MPI MiS Leipzig  June 1316
Past Activities

Introduction to Toric Geometry, MPI MiS Leipzig  Held by Simon Telen  WS 2021

Foundations of algebraic geometry, MPI MiS Leipzig  Held by Daniele Agostini  WS 2021

Algebraic operads, Koszul duality and Gröbner bases: an introduction MPI MiS Leipzig  Held by Pedro Tamaroff  WS 2021

Leipzig Lectures on Theta, MPI MiS Leipzig  March 15  17, 2022

A day on K3 surfaces, MPI MiS Leipzig  May 06, 2022

North German Algebraic Geometry Seminar, Leibniz Universität Hannover  Friday May 13, 2022.