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I am interested in algebraic geometry and its applications, e.g. in cryptography. Currently I am a postdoc in the group of Ivan Cheltsov. You may also know me from the University of Warsaw, where I prepared my PhD dissertation under the guidance of Jarosław Buczyński and worked in the group of Stefan Dziembowski.
I am interested in algebraic geometry and its applications, e.g. in cryptography. Currently I am a postdoc in the group of Ivan Cheltsov. You may also know me from the University of Warsaw, where I prepared my PhD dissertation under the guidance of Jarosław Buczyński and worked in the group of Stefan Dziembowski.
Photography thanks to the courtesy of Loïs Faisant
My research interests oscillate around different problems concerning Fano varieties. Currently it means mostly K-stability, K-moduli and G-equivariant MMP. During my PhD studies I was working on topics related to (algebraic) contact manifolds and their singular generalizations, homogeneous varieties and effective nonvanishing for Fano varieties. I also care about positivity problems, e.g. nefness or bigness of tangent bundles of Fano varieties. Here is a copy of my CV.
My research interests oscillate around different problems concerning Fano varieties. Currently it means mostly K-stability, K-moduli and G-equivariant MMP. During my PhD studies I was working on topics related to (algebraic) contact manifolds and their singular generalizations, homogeneous varieties and effective nonvanishing for Fano varieties. I also care about positivity problems, e.g. nefness or bigness of tangent bundles of Fano varieties. Here is a copy of my CV.
I organized a conference on Fano and uniruled varieties, see its website for details.
Papers:
Degenerations of elliptic quartics and K-moduli of Fano threefolds, preprint. Coauthors: Ivan Cheltsov, Anne-Sophie Kaloghiros and Junyan Zhao.
Quantum money from walkable invariants on isogeny graphs, preprint.
Algebraic contact manifolds, their generalizations and applications, my PhD dissertation.
Singular contact varieties, manuscripta math. 175, 117–142 (2024). https://doi.org/10.1007/s00229-024-01561-3.
The moment map on the space of symplectic 3D Monge-Ampère equations, Adv. Differential Equations 29(7/8): 575-654 (July/August 2024). DOI: 10.57262/ade029-0708-575, coauthors: Jan Gutt, Gianni Manno, Giovanni Moreno.
Anticanonical system of Fano fivefolds, Mathematische Nachichten., 293(1):115–119, 2020, coauthor: Andreas Höring.
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